Int. No. 1169-A
By Council Members Williams, Richards, Kallos and Rosenthal (by request of the Mayor)
A Local Law to amend the administrative code of the city of New York, in relation to conforming the New York city energy conservation code to the New York state energy code with amendments unique to construction in the city and repealing section 28-1001.2 in relation thereto
Be it enacted by the Council as follows:
Section 1. Statement of findings and purpose. The New York State Energy Conservation Construction Code (the “New York State Energy Code”) is promulgated by the State Fire Prevention and Building Code Council pursuant to Article 11 of the New York State Energy Law. In accordance with Article 11, the New York City Energy Conservation Code is stricter than the New York State Energy Code. The purpose of this local law is to conform the New York City Energy Conservation Code to recent changes in the New York State Energy Code with local law amendments unique to construction in the City.
§ 2. Section 28-1001.1.1 of the administrative code of the city of New York, as added by local law number 4 for the year 2015, is amended to read as follows:
§28-1001.1.1 Definition. As used in this chapter, the term “New York State Energy Code” means the New York State Energy Conservation Construction Code (the “New York State Energy Code”), constituting part 1240 of title 19 of the New York codes, rules and regulations (19 NYCRR Part 1240), and the publications incorporated by reference in such part, promulgated on [November 18, 2014] April 6, 2016, by the State Fire Prevention and Building Code Council pursuant to Article 11 of the New York State Energy Law.
§ 3. Section 28-1001.2 of the administrative code of the city of New York is REPEALED and a new section 28-1001.2 is added to read as follows:
§28-1001.2 New York city amendments to the New York state energy code. The following New York city amendments to the New York state energy code are hereby adopted as set forth in sections 28-1001.2.1 and 28-1001.2.2.
§28-1001.2.1 New York city amendments to 19 NYCRR Part 1240.
1240.6 Exceptions.
Delete Exception (b) in its entirety and replace with a new Exception (b) to read as follows:
(b) Certain alterations. The New York State Energy Code shall not apply to the following alterations of existing buildings, provided that the alteration will not increase the energy usage of the building:
1. Storm windows installed over existing fenestration.
2. Glass-only replacements in an existing sash and frame, provided that the U-factor and the solar heat gain coefficient (SHGC) shall be equal to or lower than before the glass replacement.
3. Alterations, renovations or repairs to roof/ceiling, wall or floor cavities, including spaces between furring strips, provided that such cavities are insulated to the full existing cavity depth with insulation having a minimum nominal value of R-3.0/inch (R-2.0/cm).
4. Alterations, renovations or repairs to walls and floors in cases where the existing structure is without framing cavities and no new framing cavities are created.
5. Reroofing where neither the sheathing nor the insulation is exposed. Roofs without insulation in the cavity and where the sheathing or insulation is exposed during reroofing shall be insulated either above or below the sheathing.
6. Replacement of existing doors that separate conditioned space from the exterior shall not require the installation of a vestibule or revolving door, provided, however, that an existing vestibule that separates a conditioned space from the exterior shall not be removed.
7. An alteration that replaces less than 20 percent of the luminaires in a space, provided that such alteration does not increase the installed interior lighting power.
8. An alteration that replaces only the bulb and ballast within the existing luminaires in a space, provided that such alteration does not increase the installed interior lighting power.
§28-1001.2.2 New York city amendments to commercial and residential chapters of the New York state energy code, including amendments to the 2013 edition of Energy Standard for Buildings Except Low-Rise Residential Buildings ("ASHRAE 90.1 -2013"), as amended by Part 2 of the 2016 Supplement.
Chapter 1 [CE] and Chapter 1 [RE]
Delete Chapter R1 and Chapter C1 in their entirety and replace with a new Chapter 1 to read as follows:
CHAPTER 1
ADMINISTRATION
INTRODUCTORY STATEMENT
The New York City Energy Conservation Code (“NYCECC”) is comprised of the New York State Energy Code (“NYSEC”) with amendments as enacted into law by the New York City Council.
The NYCECC is divided into provisions relevant to commercial buildings and provisions relevant to residential buildings as follows:
1. The provisions of the NYCECC for commercial buildings are reflected in the state publications incorporated by reference in 19 NYCRR section 1240.4, as amended by sections 28-1001.2.1and 28-1001.2.2 of the Administrative Code of the city of New York. Such state publications include (i) Chapters 1 [CE], 2 [CE], 3 [CE], 4 [CE], 5 [CE] and 6 [CE] of the 2015 edition of the International Energy Conservation Code (the “2015 IECC”), as amended by Part 1 of the publication entitled the 2016 Supplement to the New York State Energy Conservation Construction Code (the “2016 Energy Code Supplement”) (ii) the July 2014 edition of Energy Standard for Buildings Except Low-Rise Residential Buildings (“ASHRAE 90.1-2013”), as amended by Part 2 of the 2016 Energy Code Supplement; and (iii) reference standards incorporated by reference in 19 NYCRR section 1240.4(c).
2. The provisions of the NYCECC for residential buildings are reflected in the state publications incorporated by reference in 19 NYCRR section 1240.5, as amended by sections 28-1001.2.1 and 28-1001.2.2 of the Administrative Code of the city of New York. Such state publications include (i) Chapters 1 [RE], 2 [RE], 3 [RE], 4 [RE], 5 [RE] and 6 [RE] of the 2015 edition of the International Energy Conservation Code (the “2015 IECC”), as amended by Part 3 of the publication entitled the 2016 Supplement to the New York State Energy Conservation Construction Code (the “2016 Energy Code Supplement”); and (ii) the referenced standards incorporated by reference in 19 NYCRR section 1240.5(b), as amended by Part 3 of the 2016 Energy Code Supplement.
SECTION ECC 101
SCOPE AND GENERAL REQUIREMENTS
101.1 General. These provisions shall be known and cited as the “New York City Energy Conservation Code,” “NYCECC” or “ECC,” and are referred to herein as “this code.” All section numbers in this code shall be deemed to be preceded by the designation “ECC.” Administration and enforcement of this code shall be in accordance with Title 28 of the Administrative Code.
101.1.1 Titles.
The 2015 edition of the International Energy Code shall be known as the “2015 IECC.”
The 2013 edition of the Energy Standard for Buildings Except Low-Rise Residential Buildings shall be known as “ASHRAE 90.1-2013.” All references in this code to ASHRAE 90.1-2013 shall be deemed to be references to ASHRAE 90.1-2013 (AS AMENDED).
The 2016 Energy Code Supplement to the New York State Energy Conservation Construction Code shall be known as the “2016 Supplement.”
The New York State Energy Conservation Construction Code along with the New York City amendments to the New York State Energy Conservation Construction Code shall be known collectively as the “New York City Energy Conservation Code.”
101.2 Scope. This code applies to commercial buildings and residential buildings, as defined in Chapter C2 and Chapter R2 of this code, and the buildings’ sites, associated systems and equipment.
101.2.1 Occupancy classifications. For determination of occupancy classification and use within this code, a comparable occupancy classification shall be made to the New York City Building Code.
101.2.2 Reconciliation with New York State Energy Conservation Construction Code. Whenever any provision of the New York State Energy Conservation Construction Code provides for a more stringent requirement than imposed by this code, the more stringent requirement shall govern.
101.2.3 Other laws. The provisions of this code shall not be deemed to nullify any federal, state or local law, rule or regulation relating to any matter as to which this code does not provide.
101.3 Intent. This code shall regulate the design and construction of buildings for the use and conservation of energy over the life of each building. This code is intended to provide flexibility to permit the use of innovative approaches and techniques to achieve this objective. This code is not intended to abridge safety, health or environmental requirements contained in other applicable codes. To the fullest extent feasible, use of modern technical methods, devices and improvements that tend to minimize consumption of energy without abridging reasonable requirements for the safety, health and security of the occupants or users of buildings shall be permitted. As far as may be practicable, the improvement of energy conservation construction practices, methods, equipment, materials and techniques shall be encouraged.
101.4 Applicability. The provisions of this code shall apply to the construction of buildings. Where, in any specific case, different sections of this code specify different materials, methods of construction or other requirements, the most restrictive shall govern. Where there is a conflict between a general requirement and a specific requirement, the specific requirement shall govern.
101.4.1 Mixed occupancy. Where a building includes both commercial and residential occupancies, each occupancy shall be separately considered and shall meet the applicable provisions of Chapters C2, C3, C4 and C5 for commercial, and Chapters R2, R3, R4, and R5 for residential.
101.5 Compliance. Commercial buildings shall comply with the provisions of this code applicable to commercial buildings in Chapters C2, C3, C4, and C5. Residential buildings shall comply with the provisions of this code applicable to residential buildings in Chapters R2, R3, R4, and R5.
101.5.1 Compliance materials. Compliance with the provisions of this code can be demonstrated through the use of computer software deemed acceptable by the New York State Secretary of State, and the commissioner.
101.5.2 Demonstration of compliance. For a building project application or applications required to be submitted to the department, the following documentation, as further described in the rules of the department, shall be required in order to demonstrate compliance with this code.
101.5.2.1 Professional statement. Any registered design professional or lead energy professional filing an application or applications for a new building or alteration project shall provide on a signed and sealed drawing a statement of compliance or exemption in accordance with the rules of the department.
101.5.2.2 Energy analysis. For any application that is not exempt from this code and for which a work permit is required in accordance with Section 28-105 of the Administrative Code, an energy analysis shall be provided on a sheet or sheets within the construction drawing set. The energy analysis shall identify the compliance path followed, demonstrate how the design complies with this code and be in a format as prescribed in the rules of the department. The energy analysis shall meet the requirements of this code for the entire project. Projects that utilize trade-offs among disciplines shall use DOE2-based energy modeling programs or other energy-modeling programs as prescribed in the rules of the department and shall be signed and sealed by a lead energy professional.
101.5.2.3 Supporting documentation. For any application that is not exempt from this code and for which a work permit is required in accordance with Section 28-105 of the Administrative Code, supporting documentation shall be required in the approved construction drawings. See Section 103 for further requirements.
SECTION ECC 102
ALTERNATE MATERIALS, METHOD OF CONSTRUCTION, DESIGN OR INSULATING SYSTEMS
102.1 General. This code is not intended to prevent the use of any material, method of construction, design or insulating system not specifically prescribed herein, provided that such material, method of construction, design or insulating system has been approved by the commissioner as (1) meeting the intent of this code, (2) achieving energy savings that are equivalent to or greater than would be achieved using prescribed materials, methods of construction, designs or insulating systems, and (3) meeting the requirements of Article 113 of Chapter 1 of Title 28 of the Administrative Code and the remaining New York City Construction Codes.
SECTION ECC 103
CONSTRUCTION DOCUMENTS
103.1 General. Construction documents shall be prepared in accordance with the provisions of Chapter 1 of Title 28 of the Administrative Code, the New York City Construction Codes, including this code, and the rules of the department.
103.2 Supporting documentation on construction documents. Supporting documentation shall include those construction documents that demonstrate compliance with this code.
103.2.1 Intent. Supporting documentation shall accomplish the following:
1. Demonstrate conformance of approved drawings to the energy analysis for every element and value of the energy analysis;
2. Demonstrate conformance of approved drawings to other mandatory requirements of this code, including, but not limited to, sealing against air leakage from the building envelope and from ductwork as applicable, insulation of ducts and piping as applicable, mechanical and lighting controls with devices shown and operational narratives for each, and additional requirements as set forth in this section;
3. Identify required progress inspections in accordance with the scope of work, this code, the Administrative Code, the New York City Building Code, and the rules of the department; and
4. Comply with other requirements as may be set forth in the rules of the department.
103.2.2 Detailed requirements. Construction documents shall be drawn to scale upon suitable material. Electronic media documents are permitted to be submitted in accordance with department procedures. Construction documents for a project shall be fully coordinated and of sufficient clarity to indicate the location, nature and extent of the work proposed, and show in sufficient detail pertinent data and features of the building, building systems and equipment as herein governed. Details shall include, but are not limited to, as applicable, insulation materials and their R-values; fenestration U-factors and SHGCs; area-weighted U-factor and SHGC calculations; mechanical system design criteria; mechanical and service water heating system and equipment, types, sizes and efficiencies; economizer description; equipment and systems controls; fan motor horsepower and controls; duct sealing, duct and pipe insulation and location; lighting fixture schedule with wattages and control narrative; location of daylight zone on floor plans (as applicable), and air sealing details. The building’s thermal envelope shall be represented on the construction documents.
103.3 Examination of documents. In accordance with Article 104 of Chapter 1 of Title 28 of the Administrative Code, the department shall examine or cause to be examined the accompanying construction documents and shall ascertain by such examinations whether the construction indicated and described is in accordance with the requirements of this code and other pertinent laws, rules and regulations.
103.4 Changes during construction. For changes during construction refer to Section 28-104.3 of the Administrative Code.
SECTION ECC 104
INSPECTIONS
104.1 General. Except as otherwise specifically provided, inspections required by this code or by the department during the progress of work may be performed on behalf of the owner by an approved agency. All inspections shall be performed at the sole cost and expense of the owner. Refer to Article 116 of Chapter 1 of Title 28 of the Administrative Code for additional provisions relating to inspections. In addition to any inspections otherwise required by this code or the rules of the department, the following inspections shall be required:
1. Progress inspections. Progress inspections shall be performed in accordance with the rules of the department.
2. Final inspection. Refer to Article 116 of Chapter 1 of Title 28 of the Administrative Code and the rules of the department.
3. Issuance of Certificate of Compliance. Refer to Section 28-116.4.1 of the Administrative Code.
The requirements of Section 104.1 shall not be read to prohibit the operation of any heating equipment or appliances installed to replace existing heating equipment or appliances serving an occupied portion of a structure provided that a request for inspection of such heating equipment or appliances has been filed with the department not more than 48 hours after such replacement work is completed, and before any portion of such equipment or appliances is concealed by any permanent portion of the structure.
104.1.1 Approved agencies. Refer to Article 114 of Chapter 1 of Title 28 of the Administrative Code and the rules of the department.
104.1.2 Inspection of prefabricated construction assemblies. Prior to the issuance of a work permit for a prefabricated construction assembly having concealed mechanical work, the department shall require the submittal of an evaluation report by the manufacturer or approved agency on each prefabricated construction assembly, indicating the complete details of the mechanical system, including a description of the system and its components, the basis upon which the system is being evaluated for energy use, test results and similar information, and other data as necessary for the commissioner to determine conformance to this code.
104.1.2.1 Test and inspection records. Required test and inspection records shall be made available to the commissioner at all times during the fabrication of the mechanical system and the erection of the building; or such records as the commissioner designates shall be filed.
104.2 Testing. Envelope, heating, ventilating, air conditioning, service water heating, lighting and electrical systems shall be tested as required in this code and in accordance with Sections 104.2.1 through 104.2.3. Except as otherwise required in this code or in the rules of the department, tests shall be made by the permit holder and witnessed by an approved agency.
104.2.1 New, altered, extended, renovated or repaired systems. New envelope, heating, ventilating, air conditioning, service water heating, lighting and electrical installations or systems, and parts of existing systems that have been altered, extended, renovated or repaired, shall be tested as prescribed herein or in the rules of the department to disclose leaks and defects.
104.2.2 Apparatus, instruments, material and labor for tests. Apparatus, instruments, material and labor required for testing an envelope, heating, ventilating, air conditioning, service water heating, lighting and/or electrical installation or system or part thereof shall be furnished by the permit holder.
104.2.3 Reinspection and testing. Where any work or installation does not pass an initial test or inspection, the necessary corrections shall be made so as to achieve compliance with the New York City Construction Codes, including this code. The work or installation shall then be reinspected or retested by the approved agency.
104.3 Sign-off of completed work. In addition to the requirements of Article 116 of Chapter 1 of Title 28 of the Administrative Code, Section 103.4 of this code and other requirements for sign-off, the project team shall either certify that construction does not differ from the last approved energy analysis or provide a whole-project as-built energy analysis and supporting documents, signed and sealed, for approval prior to sign-off. The as-built energy analysis and supporting documents shall reflect the materials, equipment and values actually used in the construction of the project, and shall demonstrate compliance of the constructed project with this code. Such signed and sealed documents may be accepted with less than full examination by the department based on the professional certification of the registered design professional.
104.4 Temporary connection. The commissioner shall have the authority to allow the temporary connection of an installation to the sources of energy for the purpose of testing the installation or for use under a temporary certificate of occupancy.
SECTION ECC 105
REFERENCED STANDARDS
105.1 Referenced standards. The standards referenced in Chapters C2, C3, C4, and C5 of the New York City Energy Conservation Code shall be those that are listed in Chapter C6 of the New York City Energy Conservation Code, and in the rules of the department and such standards shall be considered part of the requirements of the commercial provisions of the New York City Energy Conservation Code to the prescribed extent of each such reference. The standards referenced in Chapters R2, R3, R4, and R5, of the New York City Energy Conservation Code shall be those that are listed in Chapter R6 of the New York City Energy Conservation Code, and in the rules of the department and such standards shall be considered part of the requirements of the residential provisions of the New York City Energy Conservation Code to the prescribed extent of each such reference. Where differences occur between provisions of this code and the referenced standards, the provisions of this code shall apply. Refer to Article 103 of Chapter 1 of Title 28 of the Administrative Code for additional provisions relating to referenced standards.
CHAPTER C2
DEFINITIONS
SECTION C201
GENERAL
Section C201.3- Revise Section C201.3 to read as follows:
C201.3 Terms defined in other codes. Terms that are not defined in this code but are defined in the New York City Construction Codes, New York City Fire Code, or New York City Electrical Code shall have the meanings ascribed to them in those codes.
SECTION C202
GENERAL DEFINITIONS
Delete the definitions of “2015 International Fire Code (As Amended),” “2015 International Fuel Gas Code (As Amended),” “2015 International Mechanical Code (As Amended),” “2015 International Plumbing Code (As Amended),” “2015 International Property Maintenance Code (As Amended),” and “2015 International Residential Code (As Amended).”
Section C202 - Revise the definition of “Approved” after the definition of “Alteration” to read as follows:
APPROVED. See Section 28-101.5 of the Administrative Code.
Section C202 - Revise the definition of “Approved agency” after the definition of “Approved,” to read as follows:
APPROVED AGENCY. See Section 28-101.5 of the Administrative Code.
Section C202 - Revise the definition of “ASHRAE 90.1-2013 (AS AMENDED)” to read as follows:
ASHRAE 90.1-2013 (AS AMENDED). ASHRAE 90.1-2013, as amended by Part 2 of the 2016 Energy Code Supplement with revisions as set forth in Appendix CA of this code.
Section C202 - Add a new definition of “Authority having jurisdiction” after the definition of “ASHRAE 90.1-2013, (AS AMENDED)” to read as follows:
AUTHORITY HAVING JURISDICTION. The commissioner or the commissioner’s designee.
Section C202 - Revise the definition of “Building site” to read as follows:
BUILDING SITE. A contiguous area of land that is under the ownership or control of one entity.
Section C202 - Revise the definition of “Code official” after the definition of “Climate Zone,” to read as follows:
CODE OFFICIAL. The commissioner or the commissioner’s designee.
Section C202 - Add a new definition of “Electrical design load” after the definition of “Economizer, water,” to read as follows:
ELECTRICAL DESIGN LOAD. The electrical load that feeders and branch circuits are required to support pursuant to the relevant provisions of the New York City Electrical Code for the category of equipment loads being supported.
Section C202 - Delete the definition of “Energy code” after the definition of “Energy Analysis”.
Section C202 - Add a new definition of “Grade plane” after the definition of “General purpose electric motor (subtype II),” to read as follows:
GRADE PLANE. For this code, a reference plane representing the average of finished ground level adjoining the building at exterior walls. Where the finished ground level slopes away from the exterior walls, the reference plane shall be established by the lowest points within the area between the building and the lot line or, where the lot line is more than 6 feet (1829 mm) from the building, between the building and a point 6 feet (1829 mm) from the building.
Section C202 - Add a new definition of “High-Efficacy Lamps” after the definition of “Heated Slab,” to read as follows:
HIGH-EFFICACY LAMPS. Compact fluorescent lamps, T-8 or smaller diameter linear fluorescent lamps, or lamps with a minimum efficacy of:
1. 60 lumens per watt for lamps over 40 watts;
2. 50 lumens per watt for lamps over 15 watts to 40 watts; and
3. 40 lumens per watt for lamps 15 watts or less.
Section C202 - Add a new definition of “Lead energy professional” after the definition of “Labeled,” to read as follows:
LEAD ENERGY PROFESSIONAL. The registered design professional who signs and seals the energy analysis for an entire project. Such individual may be the same registered design professional who signs and seals the design drawings for the same project.
Section C202 - Add a new definition of “Networked guest room control system” after the definition of “Nameplate Horsepower” to read as follows:
NETWORKED GUEST ROOM CONTROL SYSTEM. A control system, accessible from the hotel/motel front desk or other central location, that is capable of identifying reserved rooms according to a timed schedule, and is capable of controlling HVAC in each hotel/motel guest room separately.
Section C202 - Add new definitions of “Professional certification” and “Project” after the definition of "Powered roof/wall ventilators," to read as follows:
PROFESSIONAL CERTIFICATION. See Section 28-101.5 of the Administrative Code.
PROJECT. A design and construction undertaking comprised of work related to one or more buildings and the site improvements. A project is represented by one or more plan/work applications, including construction documents compiled in accordance with Section 107 of the New York City Building Code, that relate either to the construction of a new building or buildings or to the demolition or alteration of an existing building or buildings. Applications for a project may have different registered design professionals and different job numbers, and may result in the issuance of one or more permits.
Section C202 - Delete the definition of “Uniform Code.”
CHAPTER C3
GENERAL REQUIREMENTS
SECTION C301
CLIMATE ZONES
Section C301.1 General.
Section C301.1 - Delete Section C301.1 in its entirety and replace with a new Section C301.1 to read as follows:
C301.1 General. For projects in the City of New York, Climate Zone 4A shall be used in determining the applicable requirements from Chapter C4.
Table C301.1 Climate zones, moisture regimes, and warm-humid designations by state, county and territory.
Delete Table C301.1 in its entirety.
Section C301.2 Warm humid counties.
Section C301.2 - Delete Section C301.2 in its entirety.
Section C301.3 International climate zones.
Section C301.3 - Delete Section C301.3 in its entirety.
Table C301.3(1) International climate zone definitions.
Delete Table C301.3(1) in its entirety.
Table C301.3(2) International climate zone definitions.
Delete Table C301.3(2) in its entirety.
Section C301.4 Tropical climate zone.
Section C301.4 - Delete Section C301.4 in its entirety.
SECTION C303
MATERIALS, SYSTEMS AND EQUIPMENT
Section C303.2 Installation.
Section C303.2 - Revise Section C303.2 to read as follows:
C303.2 Installation. Materials, systems and equipment shall be installed in accordance with (i) the manufacturer’s installation instructions and (ii) the applicable provisions of the New York City Construction Codes.
CHAPTER C4
COMMERCIAL ENERGY EFFICIENCY
SECTION C401
GENERAL
Section C401.2 Application.
Section C401.2 - Delete Item 1 and replace with a new Item 1 to read as follows:
1. ASHRAE Compliance Path: The requirements of ASHRAE 90.1-2013.
Section C401.2 - Delete Item 3 and replace with a new Item 3 to read as follows:
3. Performance Compliance Path: The requirements of Section C407.
Section C401.2.1 Application to replacement fenestration products.
Section C401.2.1 - Revise Section C401.2.1 to read as follows:
C401.2.1 Application to replacement fenestration products. Where some portion or all of an existing fenestration unit is replaced with a new fenestration product, including sash and glazing, the replacement fenestration unit shall meet the applicable requirements for U-factor and SHGC in Table C402.4.
Exception: An area-weighted average of the U-factor of replacement fenestration products being installed in the building for each fenestration product category listed in Table C402.4 shall be permitted to satisfy the U-factor requirements for each fenestration product category listed in Table C402.4. Individual fenestration products from different product categories listed in Table C402.4 shall not be combined in calculating the area-weighted average U-factor.
SECTION C402
BUILDING ENVELOPE REQUIREMENTS
Section C402.1 General (Prescriptive).
Section C402.1 - Revise Item 1 to read as follows:
1. The opaque portions of the building thermal envelope shall comply with the specific insulation requirements of Section C402.2 and the thermal requirements of either the R-value-based method of Section C402.1.3; the U-, C-and F-factor-based method of Section C402.1.4; or the component performance alternative of Section C402.1.5. When the total area of penetrations from equipment listed in Table C403.2.3(3) exceeds 1 percent of the opaque above-grade wall area, the building thermal envelope shall comply with the U-, C-and F-factor-based method of Section C402.1.4.
Section C402.1.3 Insulation component R-value-based method.
Section C402.1.3 - Revise the first sentence of Section C402.1.3 to read as follows:
Building thermal envelope opaque assemblies shall meet the requirements of Sections C402.2 and C402.4 based on the climate zone specified in Chapter C3.
Section C402.1.4.2 Thermal resistance of mechanical equipment penetrations.
Section C402.1.4.2 - Add a new Section C402.1.4.2 to read as follows:
C402.1.4.2 Thermal resistance of mechanical equipment penetrations.
When the total area of penetrations from mechanical equipment listed in Table C403.2.3(3) exceeds 1 percent of the opaque above-grade wall area, the mechanical equipment penetration area shall be calculated as a separate wall assembly with a default U-factor of 0.5.
Exception: Where mechanical equipment has been tested in accordance with testing standards approved by the department, the mechanical equipment penetration area may be calculated as a separate wall assembly with the U-factor as determined by such test.
Section C402.2.4 Floors.
Section C402.2.4 - Revise Item 1 under Exceptions to read as follows:
1. The floor framing cavity insulation or structural slab insulation shall be permitted to be in contact with the top side of sheathing or continuous insulation installed on the bottom side of floor assemblies where combined with insulation that meets or exceeds the minimum R-value in Table C402.1.3 for “Metal framed” or “Wood framed and other” values for “Walls, Above Grade” and extends from the bottom to the top of all perimeter floor framing or floor assembly members.
Section C402.2.6 Fireplaces.
Section C402.2.6 - Delete the Section number and replace to read as follows:
Section C402.2.7
Section C402.2.7 - Revise the second paragraph of Section C402.2.7 to read as follows:
New wood-burning fireplaces that are designed to allow an open burn and new wood-burning fireplace units that are designed to allow an open burn shall be provided with a source of outdoor combustion air as required by the fireplace construction provisions of the New York City Construction Codes, as applicable.
Section C402.4.2 Minimum skylight fenestration area.
Section C402.4.2 - Revise Item 5 under Exception to read as follows:
5. Spaces where the total area minus the area of daylight zones adjacent to vertical fenestration is less than 2,500 square feet (232 m2), and where the lighting is controlled according to Section C405.2.3.
Section C402.4.2.1 Lighting controls in daylight zones under skylights.
Section C402.4.2.1 - Revise Section C402.4.2.1 to read as follows:
C402.4.2.1 Lighting controls in daylight zones under skylights. Daylight responsive controls complying with Section C405.2.3.1 shall be provided to control all electric lights within daylight zones under skylights.
Section C402.5.1 Air barriers.
Section C402.5.1 - Add a new Section C402.5.1.3 to read as follows:
C402.5.1.3 Air barrier testing. New buildings of a certain size must comply with the following requirements:
1. New buildings 25,000 square feet (2322.6 m2) and greater, but less than 50,000 square feet (4645.2 m2), and less than or equal to 75 feet (22.86 m) in height must show compliance through testing in accordance with ASTM E 779 and department rules.
2. New buildings 50,000 square feet (4645.2 m2) and greater, shall test or inspect each type of unique air barrier joint or seam in the building envelope for continuity and defects, as per an Air Barrier Continuity Plan developed by a registered design professional and department rules.
3. Rules governing air barrier testing promulgated by the department.
Section C402.5.3 Rooms containing fuel-burning appliances.
Section C402.5.3 - Revise Item 2 under the Exceptions to read as follows:
2. Fireplaces and stoves complying with Sections 901 through 905 of the New York City Mechanical Code and Section 2111.13 of the New York City Building Code.
Section C402.5.4 Doors and access opening to shafts, chutes, stairways, and elevator lobbies.
Section C402.5.4 - Revise Item 1 and Item 2 under the Exceptions to read as follows:
1. Door openings required to comply with Section 715 or 715.3 of the New York City Building Code.
2. Doors and door openings required to comply with UL 1784 by the New York City Building Code.
Section C402.5.7 Vestibules.
Section C402.5.7 - Revise Item 4 under the Exceptions to read as follows:
4. Doors that open directly from a space less than 3,000 square feet (278.7 m2) in area, in buildings less than 75 feet (22.86 m) in height, and doors that open directly from a space less than 1,000 square feet (92.9 m2) in area, in buildings 75 feet (22.86 m) and greater in height.
Section C402.5.7 - Renumber Item 6 under the Exceptions as Item 7 and add a new Item 6 to read as follows:
6. Doors used primarily to facilitate vehicular movement or material handling and adjacent personnel doors.
7. Doors that have an air curtain with a velocity of not less than 6.56 feet per second (2 m/s) at the floor that have been tested in accordance with ANSI/AMCA 220 and installed in accordance with the manufacturer’s instructions. Manual or automatic controls shall be provided that will operate the air curtain with the opening and closing of the door. Air curtains and their controls shall comply with Section C408.2.3.
SECTION C403
BUILDING MECHANICAL SYSTEMS
Section C403.2 Provisions applicable to all mechanical systems (Mandatory).
Section C403.2 - Delete the reference to Section C403.2.16 and replace with the reference to Section C403.2.18.
Section C403.2.1 Calculation of heating and cooling loads.
Section C403.2.1 - Revise the first sentence of Section C403.2.1 to read as follows:
Design loads associated with heating, ventilating and air conditioning of the building shall be determined in accordance with ANSI/ASHRAE/ACCA Standard 183 or by an approved equivalent computational procedure using the design parameters specified in Chapter C3.
Section C403.2.3 HVAC equipment performance requirements.
Section C403.2.3 - Revise the first sentence of Section C403.2.3 to read as follows:
Equipment shall meet the minimum efficiency requirements of Tables C403.2.3(1), C403.2.3(2), C403.2.3(3), C403.2.3(4), C403.2.3(5), C403.2.3(6), C403.2.3(7), C403.2.3(8), C403.2.3(9), C403.2.3(11), and C403.2.3(12) when tested and rated in accordance with the applicable test procedure.
Table C403.2.3(3) MINIMUM EFFICIENCY REQUIREMENTS: ELECTRICALLY Operated Packaged Terminal Air Conditioners, Packaged Terminal Heat Pumps, Single-Package Vertical Air Conditioners, Single-Package Vertical Heat Pumps, Room Air Conditioners, and Room Air-Conditioner Heat PumpS
Delete Table C403.2.3(3) in its entirety and replace with a new Table C403.2.3(3) to read as follows:
TABLE C403.2.3(3)
Minimum Efficiency Requirements: Electrically Operated Packaged Terminal Air Conditioners, Packaged Terminal Heat Pumps, Single-Package Vertical Air Conditioners, Single-Package Vertical Heat Pumps, Room Air Conditioners, and Room Air-Conditioner Heat PumpS
Equipment Type |
Size Category |
Subcategory or Rating Condition |
Minimum Efficiency |
Test Procedure |
PTAC (cooling mode) standard size |
All capacities |
95°F db outdoor air |
14.0 - (0.300 × Cap/1000)c EER |
AHRI 310/380 |
PTAC (cooling mode) nonstandard size |
All capacities |
95°F db outdoor air |
10.9 - (0.213 × Cap/1000)c EER |
|
PTHP (cooling mode) standard size |
All capacities |
95°F db outdoor air |
14.0 - (0.300 × Cap/1000)c EER |
|
PTHP (cooling mode) nonstandard size |
All capacities |
95°F db outdoor air |
10.8 - (0.213 × Cap/1000)c EER |
|
PTHP (heating mode) standard size |
All capacities |
________ |
3.7 - (0.052 × Cap/1000)cCOPH |
|
PTHP (heating mode) nonstandard size |
All capacities |
________ |
2.9 - (0.026 × Cap/1000)cCOPH |
|
SPVAC (cooling mode) |
< 65,000 Btu/h |
95°F db/75°F wb outdoor air |
10.0 EER |
AHRI 390 |
|
≥ 65,000 Btu/h and < 135,000 Btu/h |
95°F db/75°F wb outdoor air |
10.0 EER |
|
|
≥ 135,000 Btu/h and < 245,000 Btu/h |
95°F db/75°F wb outdoor air |
10.0 EER |
|
SPVHP (cooling mode) |
< 65,000 Btu/h |
95°F db/75°F wb outdoor air |
10.0 EER |
|
|
≥ 65,000 Btu/h and < 135,000 Btu/h |
95°F db/75°F wb outdoor air |
10.0 EER |
|
|
≥ 135,000 Btu/h and < 245,000 Btu/h |
95°F db/75°F wb outdoor air |
10.0 EER |
|
SPVHP (heating mode) |
< 65,000 Btu/h |
47°F db/43°F wb outdoor air |
3.0 COPH |
|
|
≥ 65,000 Btu/h and < 135,000 Btu/h |
47°F db/43°F wb outdoor air |
3.0 COPH |
|
|
≥ 135,000 Btu/h and < 245,000 Btu/h |
47°F db/43°F wb outdoor air |
3.0 COPH |
|
SPVAC (cooling mode), nonweatherized space constrained |
< 30,000Btu/h |
95°F db/75°F wb outdoor air |
9.2 EER |
AHRI 390 |
|
> 30,000 Btu/h and < 36,000 Btu/h |
95°F db/75°F wb outdoor air |
9.0 EER |
|
SPVHP (cooling mode) , nonweatherized space constrained |
< 30,000 Btu/h |
95°F db/75°F wb outdoor air |
9.2 EER |
|
|
> 30,000 Btu/h and < 36,000 Btu/h |
95°F db/75°F wb outdoor air |
9.0 EER |
|
SPVHP (heating mode) , nonweatherized space constrained |
< 30,000Btu/h |
47°F db/43°F wb outdoor air |
3.0 COPH |
|
|
> 30,000 Btu/h and < 36,000 Btu/h |
47°F db/43°F wb outdoor air |
3.0 COPH |
|
Room air conditioners, with louvered sides |
< 6,000 Btu/h |
_____ |
11.0 CEER |
10 CFR Part 430 |
|
≥ 6,000 Btu/h and < 8,000 Btu/h |
_____ |
11.0 CEER |
|
|
≥ 8,000 Btu/h and < 14,000 Btu/h |
_____ |
10.9 CEER |
|
|
≥ 14,000 Btu/h and < 20,000 Btu/h |
_____ |
10.7 CEER |
|
|
≥ 20,000 Btu/h and < 24,000 Btu/h |
_____ |
9.4 CEER |
|
|
≥ 25,000 Btu/h |
_____ |
9.0 CEER |
|
|
< 6,000 Btu/h |
_____ |
10.0 CEER |
10 CFR Part 430 |
|
≥ 6,000 Btu/h and < 8,000 Btu/h |
_____ |
10.0 CEER |
|
Room air conditioners, without louvered sides |
≥ 8,000 Btu/h and < 11,000 Btu/h |
_____ |
9.6 CEER |
|
|
≥ 11,000 Btu/h and < 14,000 Btu/h |
_____ |
9.5 CEER |
|
|
≥ 14,000 Btu/h and < 20,000 Btu/h |
_____ |
9.3 CEER |
|
|
≥ 20,000 Btu/h |
_____ |
9.4 CEER |
|
Room air conditioner heat pumps, with louvered sides |
< 20,000 Btu/h |
_____ |
9.8 CEER |
10 CFR Part 430 |
|
≥ 20,000 Btu/h |
_____ |
9.3 CEER |
|
Room air conditioner heat pumps, without louvered sides |
< 14,000 Btu/h |
_____ |
9.3 CEER |
10 CFR Part 430 |
|
≥ 14,000 Btu/h |
_____ |
8.7 CEER |
|
Casement-only |
All capacities |
_____ |
9.5 CEER |
10 CFR Part 430 |
Casement-slider |
All capacities |
_____ |
10.4 CEER |
|
Table C403.2.3(8) MINIMUM EFFICIENCY REQUIREMENTS: HEAT REJECTION EQUIPMENT
Table C403.2.3(8) - Revise footnotes g and h in Table C403.2.3(8) to read as follows:
g. Cooling towers shall comply with the minimum efficiency listed in the table for that specific type of tower with the capacity effect of any project-specific accessories and/or options included in the capacity of the cooling tower.
h. For purposes of this table, evaporative condenser performance is defined as the heat rejected at the specified rating condition in the table divided by the sum of the fan motor nameplate power and the integral spray pump nameplate power.
Table C403.2.3(11) MINIMUM EFFICIENCY REQUIREMENTS: ELECTRICALLY OPERATED VARIABLE-REFRIGERANT-FLOW AIR CONDITIONERS
Add a new Table C403.2.3(11) to read as follows:
TABLE C403.2.3(11)
Minimum Efficiency Requirements:
ELECTRICALLY OPERATED VARIABLE-REFRIGERANT-FLOW AIR
CONDITIONERS
Equipment Type |
Size Category |
Heating Section Type |
Subcategory or Rating Condition |
Minimum Efficiency |
Test Procedure |
VRF air conditioners, air cooled |
< 65,000 Btu/h |
All |
VRF multisplit system |
13.0 SEER |
AHRI 1230 |
|
≥ 65,000 Btu/h and < 135,000 Btu/h |
Electric resistance (or none) |
VRF multisplit system |
11.2 SEER 13.1 IEER (before 1/1/2017) 15.5 IEER (as of 1/1/2017) |
|
|
≥ 135,000 Btu/h and < 240,000 Btu/h |
Electric resistance (or none) |
VRF multisplit system |
11.0 EER 12.9 IEER (before 1/1/2017) 14.9 IEER (as of 1/1/2017) |
|
|
≥ 240,000 Btu/h |
Electric resistance (or none) |
VRF multisplit system |
10.0 EER 11.6 IEER (before 1/1/2017) 13.9 IEER (as of 1/1/2017) |
|
Table C403.2.3(12) Minimum Efficiency Requirements: ELECTRICALLY OPERATED VARIABLE-REFRIGERANT-FLOW AIR-TO-AIR AND APPLIED HEAT PUMPS
Add a new Table C403.2.3(12) to read as follows:
TABLE C403.2.3(12)
Minimum Efficiency Requirements:
ELECTRICALLY OPERATED VARIABLE-REFRIGERANT-FLOW AIR-TO-AIR AND APPLIED HEAT PUMPS
Equipment Type |
Size Category |
Heating Section Type |
Subcategory or Rating Condition |
Minimum Efficiency |
Test Procedure |
VRF air cooled (cooling mode) |
< 65,000 Btu/h |
All |
VRF multisplit system |
13.0 SEER |
AHRI 1230 |
|
≥ 65,000 Btu/h and < 135,000 Btu/h |
Electric resistance (or none) |
VRF multisplit system |
11.0 EER 12.9 IEER(before 1/1/2017) 14.6 IEER (as of 1/1/2017) |
|
|
≥ 65,000 Btu/h and < 135,000 Btu/h |
Electric resistance (or none) |
VRF multisplit system with heat recovery |
10.8 EER 12.7 IEER (before 1/1/2017) 14.4 IEER (as of 1/1/2017) |
|
|
≥ 135,000 Btu/h and < 240,000 Btu/h |
Electric resistance (or none) |
VRF multisplit system |
10.6 EER 12.3 IEER (before 1/1/2017) 13.9 IEER (as of 1/1/2017) |
|
|
≥ 135,000 Btu/h and < 240,000 Btu/h |
Electric resistance (or none) |
VRF multisplit system with heat recovery |
10.4 EER 12.1 IEER (before 1/1/2017) 13.7 IEER (as of 1/1/2017) |
|
|
≥ 240,000 Btu/h |
Electric resistance (or none) |
VRF multisplit system |
9.5 EER 11.0 IEER (before 1/1/2017) 12.7 IEER (as of 1/1/2017) |
|
|
≥ 240,000 Btu/h |
Electric resistance (or none) |
VRF multisplit system with heat recovery |
9.3 EER 10.8 IEER (before 1/1/2017) 12.5 IEER (as of 1/1/2017) |
|
VRF water source (cooling mode) |
< 65,000 Btu/h |
All |
VRF multisplit systems 86°F entering water |
12.0 EER |
AHRI 1230 |
|
< 65,000 Btu/h |
All |
VRF multisplit systems with heat recovery 86°F entering water |
11.8 EER |
|
|
≥ 65,000 Btu/h and < 135,000 |
All |
VRF multisplit systems 86°F entering water |
12.0 EER |
|
|
≥ 65,000 Btu/h and < 135,000 |
All |
VRF multisplit systems with heat recovery 86°F entering water |
11.8 EER |
|
|
≥ 135,000 Btu/h |
All |
VRF multisplit systems 86°F entering water |
10.0 EER |
|
|
≥ 135,000 Btu/h |
All |
VRF multisplit systems with heat recovery 86°F entering water |
9.8 EER |
|
VRF ground source (cooling mode) |
< 135,000 Btu/h |
All |
VRF multisplit system 59°F entering water |
16.2 EER |
AHRI 1230 |
|
< 135,000 Btu/h |
All |
VRF multisplit system with heat recovery 59°F entering water |
16.0 EER |
|
|
≥ 135,000 Btu/h |
All |
VRF multisplit system 59°F entering water |
13.8 EER |
|
|
≥ 135,000 Btu/h |
All |
VRF multisplit system with heat recovery 59°F entering water |
13.6 EER |
|
VRF ground source (cooling mode) |
< 135,000 Btu/h |
All |
VRF multisplit system 77°F entering water |
13.4 EER |
AHRI 1230 |
|
< 135,000 Btu/h |
All |
VRF multisplit system with heat recovery 77°F entering water |
13.2 EER |
|
|
≥ 135,000 Btu/h |
All |
VRF multisplit system 77°F entering water |
11.0 EER |
|
|
≥ 135,000 Btu/h |
All |
VRF multisplit system with heat recovery 77°F entering water |
10.8 EER |
|
VRF air cooled (heating mode) |
< 65,000 Btu/h (cooling capacity) |
- |
VRF multisplit system |
7.7 HSPF |
AHRI 1230 |
|
≥ 65,000 Btu/h and < 135,000 Btu/h |
- |
VRF multisplit system 47°F db/43°F wb outdoor air |
3.3 COPH |
|
|
|
|
17°F db/15°F wb outdoor air |
2.25 COPH |
|
|
≥ 135,000 Btu/h (cooling capacity) |
- |
VRF multisplit system 47°F db/43°F wb outdoor air |
3.2 COPH |
|
|
|
|
17°F db/15°F wb outdoor air |
2.05 COPH |
|
VRF water source (heating mode) |
< 135,000 Btu/h (cooling capacity) |
- |
VRF multisplit system 68°F entering water |
4.2 COPH |
AHRI 1230 |
|
≥ 135,000 Btu/h (cooling capacity) |
- |
VRF multisplit system 68°F entering water |
3.9 COPH |
|
VRF groundwater source (heating mode) |
< 135,000 Btu/h (cooling capacity) |
- |
VRF multisplit system 50°F entering water |
3.6 COPH |
AHRI 1230 |
|
≥ 135,000 Btu/h (cooling capacity) |
- |
VRF multisplit system 50°F entering water |
3.3 COPH |
|
VRF ground source (heating mode) |
< 135,000 Btu/h (cooling capacity) |
- |
VRF multisplit system 32°F entering water |
3.1 COPH |
AHRI 1230 |
VRF ground source (heating mode) |
≥ 135,000 Btu/h (cooling capacity) |
- |
VRF multisplit system 32°F entering water |
2.8 COPH |
AHRI 1230 |
Section C403.2.4.3 Shutoff dampers.
Section C403.2.4.3 - Revise the second paragraph of Section C403.2.4.3 to read as follows:
Outdoor air intake and exhaust dampers shall be installed with automatic controls configured to close when the systems or spaces served are not in use or during unoccupied period warm-up and setback operation, unless the systems served require outdoor or exhaust air in accordance with the New York City Mechanical Code or the dampers are opened to provide intentional economizer cooling.
Section C403.2.6 Ventilation.
Section C403.2.6 - Revise Section C403.2.6 to read as follows:
C403.2.6 Ventilation. Ventilation, either natural or mechanical, shall be provided in accordance with Chapter 4 of the New York City Mechanical Code. Where mechanical ventilation is provided, the system shall provide the capability to reduce the outdoor air supply to the minimum required by Chapter 4 of the New York City Mechanical Code.
Section C403.2.6.1 Demand controlled ventilation.
Section C403.2.6.1 - Revise the first paragraph of Section C403.2.6.1 to read as follows:
Demand control ventilation (DCV) shall be provided for spaces larger than 500 square feet (46.5 m2) and with an average occupant load of 25 people per 1,000 square feet (93 m2) of floor area (as established in Table 403.3 of the New York City Mechanical Code) and served by systems with one or more of the following:
Section C403.2.6.2 Enclosed parking garage ventilation controls.
Section C403.2.6.2 - Revise Section C403.2.6.2 to read as follows:
C403.2.6.2 Enclosed parking garage ventilation controls. Enclosed parking garages used for storing or handling automobiles operating under their own power shall employ contamination-sensing devices and automatic controls configured to stage fans or modulate fan average airflow rates to 50 percent or less of design capacity, or intermittently operate fans less than 20 percent of the occupied time or as required to maintain acceptable contaminant levels in accordance with New York City Mechanical Code provisions. Failure of contamination sensing devices shall cause the exhaust fans to operate continuously at design airflow.
Exceptions:
1. Garages with a total exhaust capacity less than 22,500 cfm (10 620 L/s) with ventilation systems that do not utilize heating or mechanical cooling.
2. Garages that have a garage area to ventilation system motor nameplate power ration that exceeds 1125 cfm/hp (710 L/s/kW) and do not utilize heating or mechanical cooling.
Section C403.2.7 Energy recovery ventilation systems.
Section C403.2.7 - Revise Item 1 under the Exception to read as follows:
1. Where energy recovery systems are prohibited by section 514.2 of the New York City Mechanical Code.
Section C403.2.7 Energy recovery ventilation systems.
Section C403.2.7 - Revise Item 8 under the Exception to read as follows:
8. Where the largest source of air exhausted at a single location at the building exterior is less than 75 percent of the design outdoor air flow rate. Multiple exhaust fans or outlets located within a 30 foot (9.144 m) radius from the outdoor air supply unit shall be considered a single exhaust location.
Section C403.2.8 Kitchen Exhaust Systems.
Section C403.2.8 - Revise Exception in Section C403.2.8 to read as follows:
Exception: Where not less than 75 percent of all the replacement air is transfer air that would otherwise be exhausted.
Section C403.2.9 Duct and plenum insulation and sealing.
Section C403.2.9 - Revise the last sentence of Section C403.2.9 to read as follows:
Joints and seams shall comply with Section 603.9 of the New York City Mechanical Code.
Section C403.2.9.1 Duct construction.
Section C403.2.9.1 - Revise Section C403.2.9.1 to read as follows:
C403.2.9.1 Duct construction. Ductwork shall be constructed and erected in accordance with the New York City Mechanical Code.
Section C403.2.9.1.1 Low-pressure duct systems.
Section C403.2.9.1.1 - Revise Section C403.2.9.1.1 to read as follows:
C403.2.9.1.1 Low-pressure duct systems. Longitudinal and transverse joints, seams and connections of supply and return ducts operating at a static pressure less than or equal to 2 inches water gauge (w.g.) (498 Pa) shall be securely fastened and sealed with welds, gaskets, mastics (adhesives), mastic-plus-embedded-fabric systems or tapes installed in accordance with the manufacturer’s instructions. Pressure classifications specific to the duct system shall be clearly indicated on the construction documents in accordance with the New York City Mechanical Code.
Exception: Locking-type longitudinal joints and seams, other than the snap-lock and button-lock types, need not be sealed as specified in this section.
Section C403.2.9.1.2 Medium-pressure duct systems.
Section C403.2.9.1.2 - Revise Section C403.2.9.1.2 to read as follows:
C403.2.9.1.2 Medium-pressure duct systems. Ducts and plenums designed to operate at a static pressure greater than 2 inches water gauge (w.g.) (498 Pa) but less than 3 inches w.g. (747 Pa) shall be insulated and sealed in accordance with Section C403.2.9. Pressure classifications specific to the duct system shall be clearly indicated on the construction documents in accordance with the New York City Mechanical Code.
Table C403.2.10 Minimum Pipe Insulation Thickness (in inches)a,c
Table C403.2.10 - Revise footnote c in Table C403.2.10 to reads as follows:
c. For direct-buried heating and hot water system piping, reduction of these thicknesses by 1 ½ inches (38 mm) shall be permitted (before thickness adjustment required in footnote b but not to thicknesses less than 1 inches (25 mm)).
Section C403.2.18 Automatic control of HVAC in hotel/motel guest rooms.
Section C403.2.18 - Add a new Section C403.2.18 to read as follows:
C403.2.18 Automatic control of HVAC in hotel/motel guest rooms. In hotels and motels with greater than 50 guest rooms, automatic controls for the HVAC equipment serving each guest room shall be configured according to the requirements in the following subsection. Controls must comply with either Section C403.2.18.1 or C403.2.18.2.
C403.2.18.1 Guest room HVAC setpoint control. Within 30 minutes of all occupants leaving the guest room, HVAC setpoints shall be automatically raised by at least 4°F (2°C) from the occupant setpoint in the cooling mode and automatically lowered by at least 4°F (2°C) from the occupant setpoint in the heating mode. When the guest room is unrented and unoccupied, HVAC setpoints shall be automatically reset to 80°F (27°C) or higher in the cooling mode and to 60°F (16°C) or lower in the heating mode. Unrented and unoccupied guest rooms shall be determined by either of the following:
1. The guest room has been continuously unoccupied for up to 16 hours.
2. A networked guest room control system indicates the guest room is unrented and the guest room is unoccupied for more than 30 minutes.
Exceptions:
1. A networked guest room control system shall be permitted to return the thermostat setpoints to their default occupied setpoints 60 minutes prior to the time the room is scheduled to be occupied.
2. Cooling for humidity control shall be permitted during unoccupied periods.
C403.2.18.2 Automatic Control. Captive key card systems shall be permitted to be used to comply with Section C403.2.18.
Section C403.3 Economizers (Prescriptive).
Section C403.3 - Revise the first paragraph in Section C403.3 to read as follows:
Each cooling system shall include either an air or water economizer complying with Sections C403.3.1 through C403.3.4.
Section C403.3.1 Integrated Economizer Control.
Section C403.3.1 - Revise Item 2 in Section C403.3.1 to read as follows:
2. Direct expansion (DX) units that control 75,000 Btu/h (22 kW) or greater of rated capacity of the capacity of the mechanical cooling directly based on occupied space temperature shall have not fewer than two stages of mechanical cooling capacity.
Section C403.4.1.1 Fan airflow control.
Section C403.4.1.1 - Revise Item 2 under the Exceptions to read as follows:
2. Where the volume of outdoor air required to comply with the ventilation requirements of the New York City Mechanical Code at low speed exceeds the air that would be delivered at the speed defined in Section C403.4.1, the minimum speed shall be selected to provide the required ventilation air.
Section C403.4.4 Requirements for complex mechanical systems serving multiple zones.
Section C403.4.4 - Revise the first sentence to read as follows:
Sections C403.4.4.1 through C403.4.4.6 shall apply to complex mechanical systems serving multiple zones.
Section C403.4.4 Requirements for complex mechanical systems serving multiple zones.
Section C403.4.4 - Revise Item 3 to read as follows:
3. The minimum ventilation requirements of the New York City Mechanical Code.
Section C403.4.4 Requirements for complex mechanical systems serving multiple zones.
Section C403.4.4 - Revise Item 4 under the Exception to read as follows:
4. Zones where the volume of air to be reheated, recooled or mixed is not greater than the volume of outside air required to provide the minimum ventilation requirements of Chapter 4 of the New York City Mechanical Code.
Section C403.4.4.4 Fractional hp fan motors.
Section C403.4.4.4 - Revise Item 2 under the Exceptions to read as follows:
2. Motors in space-conditioning equipment that comply with Section C403.2.3 or C403.2.12.
Sections C403.4.4.6 Multiple-zone VAV system ventilation optimization control.
Section C403.4.4.6 - Revise the first paragraph of Section C403.4.4.6 to read as follows:
Multiple-zone VAV systems with direct digital control of individual zone boxes reporting to a central control panel shall have automatic controls configured to reduce outdoor air intake flow below design rates in response to changes in system ventilation efficiency (Ev) as defined by the New York City Mechanical Code.
SECTION C405
ELECTRICAL POWER AND LIGHTING SYSTEMS
Section C405.2 Lighting Controls (Mandatory).
Section C405.2 - Add a new sentence following the first sentence of Section C405.2 to read as follows:
Lighting controls shall be commissioned and completed in accordance with the requirements of Section C408.3.
Section C405.2.1 Occupant sensor controls.
Section C405.2.1 - Add a new Item 13 to read as follows:
13. Open Plan Offices.
Section C405.2.1.1 Occupant sensor control function.
Section C405.2.1.1 - Delete Section C405.2.1.1 in its entirety and replace with a new Section C405.2.1.1 to read as follows:
C405.2.1.1 Occupant sensor control function. Occupant sensor controls in spaces other than warehouses specified in Section C405.2.1 shall comply with the following:
1. Automatically turn off lights within 20 minutes of all occupants leaving the space.
2. Be manual on or controlled to automatically turn the lighting on to not more than 50 percent power.
Exceptions:
1. Full automatic-on controls shall be permitted to control lighting in open plan offices, public corridors, stairways, restrooms, primary building entrance areas and lobbies, and areas where manual-on operation would endanger the safety or security of the room or building occupants.
2. Manual on controls shall be required for classrooms (not including shop classrooms, laboratory classrooms, and preschool classrooms), conference/meeting rooms, employee lunch and break rooms, and offices smaller than 200 square feet (18.5 m2) in area. Such sensors and controls shall not have an override switch that converts from manual-on to automatic-on functionality, and may have a grace period of up to 30 seconds to turn on the lighting automatically after the sensor has turned off the lighting if occupancy is detected.
3. Shall incorporate a manual control to allow occupants to turn lights off.
Figure C405.2.3.2(1) DAYLIGHT ZONE ADJACENT TO FENESTRATION IN A WALL
Figure C405.2.3.2(1)(b) - Delete Figure C405.2.3.2(1)(b) in its entirety and replace with a new Figure C405.2.3.2(1)(b) to read as follows:
![](data:image/png;base64,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FIGURE C405.2.3.2(1)
DAYLIGHT ZONE ADJACENT TO FENESTRATION IN A WALL
Figure C405.2.3.2(3) DAYLIGHT ZONE UNDER A SLOPED ROOFTOP MONITOR
Figure C405.2.3.2(3)(b) - Delete Figure C405.2.3.2(3)(b) in its entirety and replace with a new Figure C405.2.3.2(3)(b) to read as follows:
![](data:image/png;base64,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FIGURE C405.2.3.2(3)
DAYLIGHT ZONE UNDER A SLOPED ROOFTOP MONITOR
Table C405.4.2(2)
Revise the maximum lighting power allowance (LPD) in the Common Space Types Section of Table C405.4.2(2) to read as follows:
TABLE C405.4.2(2)
INTERIOR LIGHTING POWER ALLOWANCES:
SPACE-BY-SPACE METHOD
COMMON SPACE TYPESa |
LPD (watts/sq.ft) |
Atrium |
Less than 40 feet in height |
0.03 per foot in total height |
Greater than 40 feet in height |
0.40 + 0.02 per foot in total height |
Audience seating area |
In an auditorium |
0.63 |
In a convention center |
0.82 |
In a gymnasium |
0.65 |
In a motion picture theater |
1.14 |
In a penitentiary |
0.28 |
In a performing arts theater |
2.43 |
In a religious building |
1.53 |
In a sports arena |
0.43 |
Otherwise |
0.43 |
Banking activity area |
1.01 |
Breakroom (See Lounge/Breakroom) |
Classroom/lecture hall/training room |
In a penitentiary |
1.34 |
Otherwise |
1.24 |
Conference/meeting/multipurpose room |
1.23 |
Copy/print room |
0.72 |
Corridor |
In a facility for the visually impaired (and not used primarily by the staff)b |
0.92 |
In a hospital |
0.79 |
In a manufacturing facility |
0.41 |
Otherwise |
0.66 |
Courtroom |
1.72 |
Computer room |
1.71 |
Dining area |
In a penitentiary |
0.96 |
In a facility for the visually impaired (and not used primarily by the staff)b |
1.9 |
In bar/lounge or leisure dining |
1.07 |
In cafeteria or fast food dining |
0.65 |
In family dining |
0.89 |
Otherwise |
0.65 |
Electrical/mechanical room |
0.95 |
Emergency vehicle garage |
0.56 |
Food preparation area |
1.21 |
Guest room |
0.47 |
Laboratory |
In or as a classroom |
1.43 |
Otherwise |
1.81 |
Laundry/washing area |
0.6 |
Loading dock, interior |
0.47 |
Lobby |
In a facility for the visually impaired (and not used primarily by the staff)b |
1.8 |
For an elevator |
0.64 |
In a hotel |
1.06 |
In a motion picture theater |
0.59 |
In a performing arts theater |
2.0 |
Otherwise |
0.9 |
Locker room |
0.75 |
Lounge/breakroom |
In a healthcare facility |
0.92 |
Otherwise |
0.73 |
Office |
Enclosed |
1.0 |
Open plan |
0.90 |
Parking area, interior |
0.19 |
Pharmacy area |
1.68 |
Restroom |
In a facility for the visually impaired (and not used primarily by the staff)b |
1.21 |
Otherwise |
0.98 |
Sales area |
1.30 |
Seating area, general |
0.54 |
Stairway (See space containing stairway) |
Stairwell |
0.69 |
Storage room |
0.63 |
Vehicular maintenance area |
0.67 |
Workshop |
1.59 |
a. In cases where a both a common space type and a building area specific space type are listed, the building area specific space type shall apply.
Section C405.6 Electrical energy consumption (Mandatory).
Section C405.6.1 - Add a new Section C405.6.1 to read as follows:
C405.6.1 Measurement of electrical consumption of tenant spaces in covered buildings. The terms meter, submeter, covered building, tenant space and covered tenant space shall be as defined in Section 28-311.2 of the Administrative Code of the city of New York. Each covered tenant space in a new building shall be equipped with a separate meter or sub-meter to measure the electrical consumption of such space when let or sublet. Where the covered tenant space is a floor with multiple tenancies, each tenancy with an area less than that as defined in Section 28-311.2 of the Administrative Code of the city of New York shall (i) be equipped with a separate meter or sub-meter, (ii) share a meter or sub-meter with other tenant spaces on the floor, or (iii) share a meter or sub-meter covering the entire floor. As new covered tenant spaces are created, they shall be equipped with meters or sub-meters as provided in this section.
Exception: Covered tenant space for which the electrical consumption within such space is measured by a meter dedicated exclusively to that space.
SECTION C406
ADDITIONAL EFFICIENCY PACKAGE OPTIONS
Section C406.2 More efficient HVAC equipment performance.
Section C406.2 - Delete Section C406.2 in its entirety and replace with a new section C406.2 to read as follows:
C406.2 More efficient HVAC equipment performance. Equipment shall exceed the minimum efficiency requirements listed in Tables C403.2.3(1) through C403.2.3(7), C403.2.3(11), and C403.2.3(12) by 10 percent, in addition to the requirements of Section C403. Where multiple performance requirements are provided, the equipment shall exceed all requirements by 10 percent. Equipment not listed in Tables C403.2.3(1) through C403.2.3(7), C403.2.3(11), and C403.2.3(12) shall be limited to 10 percent of the total building system capacity.
Section C406.5 On-site renewable energy.
Section C406.5 - Revise Item 2 to read as follows:
2. Provide not less than 3 percent of the energy used within the building for building mechanical and service water heating equipment and lighting regulated in Chapter C4.
Section C406.6 Dedicated outdoor air system.
Section C406.6 - Revise the first sentence of Section C406.6 to read as follows:
Buildings covered by Section C403.4 shall be equipped with an independent ventilation system designed to provide not less than the minimum 100 percent outdoor air to each individual occupied space, as specified by the New York City Mechanical Code.
Section C406.7 Reduced energy use in service water heating.
Section C406.7 - Delete Item 7 of Section C406.7 in its entirety.
SECTION C407
TOTAL BUILDING PERFORMANCE
Section C407 - Delete Section C407 in its entirety and replace with a new section C407 to read as follows:
SECTION C407
TOTAL BUILDING PERFORMANCE
C407.1 Scope. This section establishes criteria for compliance using total building performance. Buildings following the total building performance path must comply with ASHRAE 90.1-2013, demonstrating compliance under Section 11 or Appendix G of such standard.
SECTION C408
SYSTEM COMMISSIONING
Section C408.1 General.
Section C408.1 - Delete Section C408.1 in its entirety and replace with a new Section C408.1 to read as follows:
C408.1 General. This section covers the commissioning of building mechanical systems in Section C403, service water heating systems in Section C404, and electrical power and lighting systems in Section C405.
Section C408.2 Mechanical, renewable energy, and service water heating systems commissioning and completion requirements.
Section C408.2 - Delete Section C408.2 in its entirely and replace with a new Section C408.2 to read as follows:
C408.2 Mechanical, renewable energy, and service water heating systems commissioning and completion requirements. Prior to passing the final mechanical and plumbing inspections, the approved agency shall provide evidence of mechanical systems commissioning and completion in accordance with the provisions of this section.
Construction document notes shall clearly indicate provisions for commissioning and completion requirements in accordance with this section and are permitted to refer to specifications for further requirements. Copies of all documentation shall be given to the owner or owner’s authorized agent and made available to the code official upon request in accordance with Sections C408.2.4 and C408.2.5.
Mechanical systems, renewable energy, and service water heating systems shall include but are not limited to, at a minimum, the following heating, ventilating, air conditioning, service water heating, indoor air quality and refrigeration systems (mechanical and/or passive) and associated controls:
1. Heating, cooling, air handling and distribution, ventilation, and exhaust systems, and their related air quality monitoring systems.
2. Air, water, and other energy recovery systems.
3. Manual or automatic controls, whether local or remote, on energy using systems including but not limited to temperature controls, setback sequences, and occupancy based control, including energy management functions of the building management system.
4. Plumbing, including insulation of piping and associated valves, domestic and process water pumping, and mixing systems.
5. Mechanical heating systems and service water heating systems.
6. Refrigeration systems.
7. Renewable energy and energy storage systems.
8. Other systems, equipment and components that are used for heating, cooling or ventilation and that affect energy use.
Exceptions:
1. Mechanical and service hot water systems in buildings where the total mechanical equipment capacity being installed is less than 480,000 Btu/h (140.7 kW) cooling capacity and 600,000 Btu/h (175.8 kW) combined service water-heating and space-heating capacity.
2. Renewable energy systems being installed with a generating capacity of less than 25kW.
Section C408.2.1 Commissioning plan.
Section C408.2.1 - Revise the first sentence of Section C408.2.1 to read as follows:
A commissioning plan shall be developed by an approved agency and shall include the following items:
Section C408.2.1 - Delete Item 2 and replace with a new Item 2 to read as follows:
2. A listing of the specific equipment, appliances or systems to be tested, their full sequences of operation, and a description of the tests to be performed, including prerequisite activities and reference to specific checklists or worksheets which are necessary or required by the department.
Section C408.2.2 Systems adjusting and balancing.
Section C408.2.2 - Delete the first sentence of Section C408.2.2 and replace with a new sentence to read as follows:
HVAC systems shall be balanced in accordance with ASHRAE 111, “Testing, Adjusting, and Balancing of Building HVAC Systems” or other accepted engineering standards as approved by the department.
Section C408.2.2.1 Air systems balancing.
Section C408.2.2.1 - Revise the first sentence of Section C408.2.2.1 to read as follows:
Each supply air outlet and zone terminal device shall be equipped with means for air balancing in accordance with the requirements of Chapter 6 of the New York City Mechanical Code.
Section C408.2.3.1 Equipment.
Section C408.2.3.1 - Delete the Exception and replace with a new Exception to read as follows:
Exception: Unitary or packaged HVAC equipment listed in Tables C403.2.3(1) through C403.2.3(3) that do not require supply air economizers shall only be required to demonstrate functioning under full-load and part-load conditions.
Section C408.2.4 Preliminary commissioning report.
Section C408.2.4 - Revise the first sentence of Section C408.2.4 to read as follows:
A preliminary report of commissioning test procedures and results shall be completed and certified by the approved agency and provided to the building owner or owner’s authorized agent.
Section C408.2.4.1 Acceptance of report.
Section C408.2.4.1 - Revise the Section C408.2.4.1 to read as follows:
Buildings, or portions thereof, shall not be considered acceptable for a final inspection pursuant to Chapter 1 of this code until the code official has received a letter of transmittal from the building owner acknowledging that the building owner or owner’s authorized agent has received the Preliminary Commissioning Report.
Section C408.2.5 Documentation requirements.
Section C408.2.5 - Delete the introductory paragraph and replace with a new paragraph to read as follows:
The construction documents shall specify that the documents described in Sections C408.2.5.1 through C408.2.5.3 be provided to the building owner or owner’s authorized agent within 90 days of the date of receipt of the certificate of occupancy or letter of completion. The construction documents shall also specify that the Final commissioning report be provided to the building owner or owner’s authorized agent in accordance with the requirements of Section C408.2.5.4.
Section C408.2.5.4 Final commissioning report.
Section C408.2.5.4 - Delete Section C408.2.5.4 in its entirety and replace with a new Section C408.2.5.4 to read as follows:
Section C408.2.5.4 Final commissioning report. Within 30 months for new buildings 500,000 gross square feet (46 452 m²) or greater, excluding R-2 occupancies, or within 18 months for R-2 occupancies and all other buildings, of the issuance of the certificate of occupancy or letter of completion, an approved agency shall prepare a report of test procedures and results, including test procedures and results performed after occupancy, identified as the "Final Commissioning Report”, provide such report to the building owner, and submit a certification to the department with applicable fees in accordance with department rules. The owner of a building 500,000 gross square feet (46 452 m²) or greater may apply for an extension of time to the code official based on good cause, in accordance with department rules. Such report shall include the following:
1. Results of functional performance tests.
2. Disposition of deficiencies found during testing, including details of corrective measures used or proposed.
3. Functional performance test procedures used during the commissioning process including measureable criteria for test acceptance, provided herein for repeatability.
Exception: Deferred tests that cannot be performed at the time of report preparation due to climatic conditions.
Section C408.3.1 Functional testing.
Section C408.3.1 - Revise the first sentence of Section C408.3.1 to read as follows:
Prior to passing final inspection, the approved agency shall provide evidence that the lighting control systems have been tested to ensure that control hardware and software are calibrated, adjusted, programmed and in proper working condition in accordance with the construction documents and manufacturer’s instructions.
CHAPTER C5
EXISTING BUILDINGS
Section C501
GENERAL
Section C501.4 Compliance.
Section C501.4 - Delete Section C501.4 in its entirety and replace with a new Section C501.4 to read as follows:
C501.4 Compliance. Alterations, repairs, additions and changes of occupancy to, or relocation of, existing buildings and structures shall comply with (i) all applicable provisions of this code, (ii) the provisions for alterations, repairs, additions and changes of occupancy or relocation, respectively, in the New York City Construction Codes, (iii) the New York City Fire Code, and (iv) the New York City Electrical Code.
Section C501.6 Historic Buildings.
Section C501.6 - Revise Section C501.6 to read as follows:
C501.6 Historic Buildings. No provisions of this code relating to the construction, repair, alteration, restoration, and change of occupancy shall be mandatory for historic buildings.
Section C501.7 Compliance alternative.
Section C501.7 - Revise Section C501.7 to read as follows:
C501.7 Compliance alternative. Additions, alterations, repairs, and changes of occupancy are permitted to comply with the requirements of ASHRAE 90.1-2013 in lieu of compliance with the requirements of Sections C502, C503, C504 and C505, as applicable.
Section C503.1 General.
Section C503.1 - Revise second paragraph in Section C503.1 to read as follows:
Alterations complying with ANSI/ASHRAE/IESNA 90.1 need not comply with Sections C402, C403, C404 and C405.
Section C503.1- Revise Item 7 under Exception to read as follows:
7. Alterations that replace less than 20 percent of the luminaires in a space, provided that such alterations do not increase the installed interior lighting power.
CHAPTER C6
REFERENCED STANDARDS
Chapter C6 - Delete Chapter C6 in its entirety and replace with a new chapter C6 to read as follows:
This chapter lists the standards that are referenced in various sections of the commercial provisions of this code. The standards are listed herein by the promulgating agency of the standard, the standard identification, the effective date and title, and the section or sections of this document that reference the standard. The application of the referenced standards shall be as specified in Section 106. Refer to the rules of the department for any subsequent additions, modifications or deletions that may have been made to the referenced standards set forth herein in accordance with Section 28-103.19 of the Administrative Code.
AAMA |
American Architectural Manufacturers Association 1827 Walden Office Square Suite 550 Schaumburg, IL 60173-4268 |
|
Standard reference number |
Title |
Referenced in code section number |
AAMA/WDMA/CSA 101/I.S.2/A C440-11 |
North American Fenestration Standard/ Specifications for Windows, Doors and Unit Skylights |
Table C402.5.2 |
ACCA |
Air Conditioning Contractors of America 2800 Shirlington Road #300 Arlington, VA 22206 |
|
Standard reference number |
Title |
Referenced in code section number |
ANSI/ASHRAE/ACCA-183-07 (RA2011) |
Peak Cooling and Heating Load Calculations in Buildings Except Low-Rise Residential Buildings |
C403.2.1 |
AHAM |
Association of Home Appliance Manufacturers 1111 19th Street, NW, Suite 402 Washington, DC 20036 |
|
Standard reference number |
Title |
Referenced in code section number |
AHAM HRF-1-2007 |
Energy, Performance and Capacity of Household Refrigerators, Refrigerator-Freezers and Freezers |
Table C403.2.14(1) |
AHRI |
Air-Conditioning, Heating, and Refrigeration Institute 2111 Wilson Blvd, Suite 500 Arlington, VA 22201 |
|
Standard reference number |
Title |
Referenced in code section number |
ISO/AHRI/ASHRAE 13256-1 (2011) |
Water-to-Air and Brine-to-Air Heat Pumps-Testing and Rating for Performance |
Table C403.2.3(2) |
ISO/AHRI/ASHRAE 13256-2 (2011) |
Water-to-Water and Brine-to-Water Heat Pumps -Testing and Rating for Performance |
Table C403.2.3(2) |
210/240-08 with Addenda 1 and 2 |
Performance Rating of Unitary Air-Conditioning and Air-Source Heat Pump Equipment |
Table C403.2.3(1), Table C403.2.3(2) |
310/380-04 |
Standard for Packaged Terminal Air Conditioners and Heat Pumps |
Table C403.2.3(3) |
340/360-2007 with Addendum 2 |
Performance Rating of Commercial and Industrial Unitary Air-Conditioning and Heat Pump Equipment |
Table C403.2.3(1), Table C403.2.3(2) |
365(I-P)-09 |
Commercial and Industrial Unitary Air-Conditioning Condensing Units |
Table C403.2.3(1), Table C403.2.3(6) |
390-03 |
Performance Rating of Single Package Vertical Air-Conditioners and Heat Pumps |
Table C403.2.3(3) |
400-2001 |
Liquid to Liquid Heat Exchangers with Addendum 1 |
Table C403.2.3(10) |
440-2008 |
Performance Rating of Room Fan Coils |
C403.2.10 |
460-2005 |
Performance Rating of Remote Mechanical-Draft Air-Cooled Refrigerant Condensers |
Table C403.2.3(8) |
550/590-2011 With Addendum 1 |
Performance Rating of Water-Chilling and Heat Pump Water-Heating Packages Using the Vapor Compression Cycle |
C403.2.3.1, Table C403.2.3(7) |
560-00 |
Absorption Water Chilling and Water Heating Packages |
Table C403.2.3(7) |
840-15 |
Performance Rating of Unit Ventilators |
C403.2.10 |
1160 (I-P) -09 |
Performance Rating of Heat Pump Pool Heaters |
Table C404.2 |
1200-2010 |
Performance Rating of Commercial Refrigerated Display Merchandisers and Storage Cabinets |
C403.2.14, Table C403.2.14(1), Table C403.2.14(2) |
ANSI/AHRI 1230-10 with Addendum 1 |
Performance Rating of Variable Refrigerant Flow (VRF) Multi-Split Air-Conditioning and Heat Pump Equipment |
Table C403.2.3(11), Table C403.2.3(12) |
AMCA |
Air Movement and Control Association International 30 West University Drive Arlington Heights, IL 60004-1806 |
|
Standard reference number |
Title |
Referenced in code section number |
205-12 |
Energy Efficiency Classification for Fans |
C403.2.12.3 |
220-08 (R2012) |
Laboratory Methods of Testing Air Curtain Units for Aerodynamic Performance Rating |
C402.5.7 |
500D-12 |
Laboratory Methods for Testing Dampers for Rating |
C403.2.4.3 |
ANSI |
American National Standards Institute 25 West 43rd Street Fourth Floor New York, NY 10036 |
|
Standard reference number |
Title |
Referenced in code section number |
ANSI/AHRI 1230-10 with Addendum 1 |
Performance Rating of Variable Refrigerant Flow (VRF) Multi-Split Air-Conditioning and Heat Pump Equipment |
Table C403.2.3(11), Table C403.2.3(12) |
ANSI/AMCA 220-08 (R2012) |
Laboratory Methods of Testing Air Curtain Units for Aerodynamic Performance Rating |
C402.5.7 |
ANSI/ASHRAE 127-2007 |
Method of Testing for Rating Computer and Data Processing Room Unitary Air Conditioners |
Table C403.2.3(9) |
ANSI/ASHRAE/ACCA-183-07 (RA2011) |
Peak Cooling and Heating Load Calculations in Buildings Except Low-Rise Residential Buildings |
C403.2.1 |
ANSI/ASHRAE/IES 90.1-2013 (AS AMENDED) with revisions as set forth in appendix CA of this code |
Energy Standard for Buildings Except Low-Rise Residential Buildings |
CH1 (Intro. Paragraph), 101.1.1, C202, C401.2, Table C402.1.3, Table C402.1.4, C407, C407.1, C501.7, C502.1, C503.1, C504.1 |
ANSI/CRRC-1-2012 |
CRRC-1 Standard |
Table C402.3, C402.3.1 |
ANSI/DASMA 105-92 (R 2004) - 13 |
Test Method for Thermal Transmittance and Air Infiltration of Garage Doors |
C303.1.3, Table C402.5.2 |
Z21.10.3/CSA 4.3-11 |
Gas Water Heaters, Volume III-Storage Water Heaters with Input Ratings Above 75,000 Btu per Hour, Circulating Tank and Instantaneous |
Table C404.2 |
Z21.47/CSA 2.3-12 |
Gas-fired Central Furnaces |
Table C403.2.3(4) |
Z83.8/CSA 2.6-09 |
Gas Unit Heaters, Gas Packaged Heaters, Gas Utility Heaters and Gas-fired Duct Furnaces |
Table C403.2.3(4) |
APSP |
The Association of Pool & Spa Professionals 2111 Eisenhower Avenue Alexandria, VA 22314 |
|
Standard reference number |
Title |
Referenced in code section number |
14-11 |
American National Standard for Portable Electric Spa Efficiency |
C404.10 |
ASHRAE |
American Society of Heating, Refrigerating and Air-Conditioning Engineers, Inc. 1791 Tullie Circle, NE Atlanta, GA 30329-2305 |
|
Standard reference number |
Title |
Referenced in code section number |
ANSI/ASHRAE 127-2007 |
Method of Testing for Rating Computer and Data Processing Room Unitary Air Conditioners |
Table C403.2.3(9) |
ANSI/ASHRAE/ACCA Standard 183-2007 (RA2011) |
Peak Cooling and Heating Load Calculations in Buildings, Except Low-rise Residential Buildings |
C403.2.1 |
ASHRAE-2012 |
ASHRAE HVAC Systems and Equipment Handbook |
C403.2.1 |
ASHRAE 111-08 |
Measurement, Testing, Adjusting, and Balancing of Building Heating, Ventilation and Air-Conditioning Systems |
C408.2.2 |
ISO/AHRI/ASHRAE 13256-1 (2011) |
Water-to-Air and Brine-to-Air Heat Pumps-Testing and Rating for Performance |
Table C403.2.3(2) |
ISO/AHRI/ASHRAE 13256-2 (2011) |
Water-to-Water and Brine-to-Water Heat Pumps-Testing and Rating for Performance |
Table C403.2.3(2) |
ANSI/ASHRAE/IES 90.1-2013 (AS AMENDED) with revisions as set forth in appendix CA of this code |
Energy Standard for Buildings Except Low-rise Residential Buildings |
CH1 (Intro. Paragraph), 101.1.1, C202, C401.2, Table C402.1.3, Table C402.1.4, C407, C407.1, C501.7, C502.1, C503.1, C504.1 |
ASHRAE Appendix G Excerpt-2015 (as amended by Part 2, Section 6 of the 2016 Energy Code Supplement with revisions as set forth in appendix CA of this code) |
Standard 90.1 Appendix G 2013 Performance Rating Method Excerpt from ANSI/ASHRAE/IES Standard 90.1-2013 (I-P), publication date 2015 |
CA102.1 |
146-2011 |
Testing and Rating Pool Heaters |
Table C404.2 |
ASME |
American Society Mechanical Engineers Two Park Avenue New York, NY 10016-5990 |
|
Standard reference number |
Title |
Referenced in code section number |
ASME A17.1/ CSA B44-2013 |
Safety Code for Elevators and Escalators |
C405.9.2 |
ASTM |
ASTM International 100 Barr Harbor Drive West Conshohocken, PA 19428-2859 |
|
Standard reference number |
Title |
Referenced in code section number |
C 90-13 |
Specification for Load-bearing Concrete Masonry Units |
Table C402.1.3 |
C 1363-11 |
Standard Test Method for Thermal Performance of Building Materials and Envelope Assemblies by Means of a Hot Box Apparatus |
C303.1.4.1, Table C402.1.4 |
C 1371-04 |
Standard Test Method for Determination of Emittance of Materials Near Room Temperature Using Portable Emissometers |
Table C402.3 |
C 1549-09 |
Standard Test Method for Determination of Solar Reflectance Near Ambient Temperature Using A Portable Solar Reflectometer |
Table C402.3 |
D 1003-11e1 |
Standard Test Method for Haze and Luminous Transmittance of Transparent Plastics |
C402.4.2.2 |
E 283-04 |
Test Method for Determining the Rate of Air Leakage Through Exterior Windows, Curtain Walls and Doors Under Specified Pressure Differences Across the Specimen |
C202,C402.5.1.2.2, Table C402.5.2, C402.5.8 |
E 408-71(2008) |
Test Methods for Total Normal Emittance of Surfaces Using Inspection-meter Techniques |
Table C402.3 |
E 779-10 |
Standard Test Method for Determining Air Leakage Rate by Fan Pressurization |
C402.5, C402.5.1.3 |
E 903-96 |
Standard Test Method Solar Absorptance, Reflectance and Transmittance of Materials Using Integrating Spheres (Withdrawn 2005) |
Table C402.3 |
E 1677-11 |
Standard Specification for an Air-retarder (AR) Material or System for Low-rise Framed Building Walls |
C402.5.1.2.2 |
E 1918-06 |
Standard Test Method for Measuring Solar Reflectance of Horizontal or Low-sloped Surfaces in the Field |
Table C402.3 |
E 1980-11 |
Standard Practice for Calculating Solar Reflectance Index of Horizontal and Low-sloped Opaque Surfaces |
Table C402.3 |
E 2178-13 |
Standard Test Method for Air Permanence of Building Materials |
C202, C402.5.1.2.1 |
E 2357-11 |
Standard Test Method for Determining Air Leakage of Air Barriers Assemblies |
C402.5.1.2.2 |
CRRC |
Cool Roof Rating Council 449 15th Street, Suite 200 Oakland, CA 94612 |
|
Standard reference number |
Title |
Referenced in code section number |
ANSI/CRRC-1-2012 |
CRRC-1 Standard |
Table C402.3, C402.3.1 |
CSA |
CSA Group 8501 East Pleasant Valley Cleveland, OH 44131-5516 |
|
Standard reference number |
Title |
Referenced in code section number |
AAMA/WDMA/CSA 101/I.S.2/A440-11 |
North American Fenestration Standard/Specification for Windows, Doors and Unit Skylights |
Table C402.5.2 |
ASME A17.1/ CSA B44-2013 |
Safety Code for Elevators and Escalators |
C405.9.2 |
Z21.10.3/CSA 4.3-11 |
Gas Water Heaters, Volume III-Storage Water Heaters with Input Ratings Above 75,000 Btu per Hour, Circulating Tank and Instantaneous |
Table C404.2 |
Z21.47/CSA 2.3-12 |
Gas-fired Central Furnaces |
Table C403.2.3(4) |
Z83.8/CSA 2.6-09 |
Gas Unit Heaters, Gas Packaged Heaters, Gas Utility Heaters and Gas-fired Duct Furnaces |
Table C403.2.3(4) |
CSA B55.1-2012 |
Test Method for Measuring Efficiency and Pressure Loss of Drain Water Heat Recovery Units |
C404.8 |
CSA B55.2-2012 |
Drain Water Heat Recover Units |
C404.8 |
CTI |
Cooling Technology Institute P. O. Box 73383 Houston, TX 77273-3383 |
|
Standard reference number |
Title |
Referenced in code section number |
ATC 105 (00) |
Acceptance Test Code for Water Cooling Tower |
Table C403.2.3(8) |
ATC 105S-11 |
Acceptance Test Code for Closed Circuit Cooling Towers |
Table C403.2.3(8) |
ATC 106-11 |
Acceptance Test For Mechanical Draft Evaporative Vapor Condensers |
Table C403.2.3(8) |
STD 201-11 |
Standard for Certification of Water Cooling Towers Thermal Performances |
Table C403.2.3(8) |
DASMA |
Door and Access Systems Manufacturers Association 1300 Sumner Avenue Cleveland, OH 44115-2851 |
|
Standard reference number |
Title |
Referenced in code section number |
105-92 (R2004)-13 |
Test Method for Thermal Transmittance and Air Infiltration of Garage Doors |
C303.1.3, Table C402.5.2 |
DOE |
U.S. Department of Energy c/o Superintendent of Documents 1000 Independence Avenue SW Washington, DC 20585 |
|
Standard reference number |
Title |
Referenced in code section number |
10 CFR, Part 430 |
Energy Conservation Program for Consumer Products: Test Procedures and Certification and Enforcement Requirement for Plumbing Products; and Certification and Enforcement Requirements for Residential Appliances; Final Rule |
Table C403.2.3(3), Table C403.2.3(4), Table C403.2.3(5), Table C404.2 |
10 CFR, Part 430, Subpart B, Appendix N |
Uniform Test Method for Measuring the Energy Consumption of Furnaces and Boilers |
Table C403.2.3(4), Table C403.2.3(5) |
10 CFR, Part 431 |
Energy Efficiency Program for Certain Commercial and Industrial Equipment: Test Procedures and Efficiency Standards; Final Rules |
Table C403.2.3(5), C403.4.4.4, C405.7,Table C405.7, C405.8, Table C405.8(1),Table C405.8 (2), Table C405.8 (3), Table C405.8(4) |
10 CFR 431 Subpart B App B |
Uniform Test Method for Measuring Nominal Full Load Efficiency of Electric Motors |
C403.4.4.4, C405.7, Table C405.7,Table C405.8(1), Table C405.8(2), Table C405.8(3), C405.8(4) |
NAECA 87-(88) |
National Appliance Energy Conservation Act 1987 [(Public Law 100-12 (with Amendments of 1988-P.L. 100-357)] |
Tables C403.2.3(1), C403.2.3(2), C403.2.3(4) |
IEEE |
The Institute of Electrical and Electronic Engineers Inc. 3 Park Avenue New York, NY 10016 |
|
Standard reference number |
Title |
Referenced in code section number |
IEEE 515.1-2012 |
IEE Standard for the Testing, Design, Installation, and Maintenance of Electrical Resistance Trace Heating for Commercial Applications |
C404.6.2 |
IES |
Illuminating Engineering Society 120 Wall Street, 17th Floor New York, NY 10005-4001 |
|
Standard reference number |
Title |
Referenced in code section number |
ANSI/ASHRAE/IES 90.1-2013 (AS AMENDED) with revisions as set forth in appendix CA of this code |
Energy Standard for Buildings, Except Low-rise Residential Buildings |
CH1 (Intro. Paragraph), 101.1.1, C202, C401.2, Table C402.1.3, Table C402.1.4, C407, C407.1, C501.7, C502.1, C503.1, C504.1 |
ISO |
International Organization for Standardization 1, rue de Varembe, Case postale 56, CH-1211 Geneva, Switzerland |
|
Standard reference number |
Title |
Referenced in code section number |
ISO/AHRI/ASHRAE 13256-1 (2011) |
Water-to-Air and Brine-to-air Heat Pumps -Testing and Rating for Performance |
Table C403.2.3(2) |
ISO/AHRI/ASHRAE 13256-2(2011) |
Water-to-Water and Brine-to-Water Heat Pumps -Testing and Rating for Performance |
Table C403.2.3(2) |
NEMA |
National Electrical Manufacturers Association 1300 North 17th Street, Suite 1752 Rosslyn, VA 22209 |
|
Standard reference number |
Title |
Referenced in code section number |
MG1-1993 |
Motors and Generators |
C202 |
NFRC |
National Fenestration Rating Council, Inc. 6305 Ivy Lane, Suite 140 Greenbelt, MD 20770 |
|
Standard reference number |
Title |
Referenced in code section number |
100-2009 |
Procedure for Determining Fenestration Products U-factors-Second Edition |
C303.1.3, C402.2.2 |
200-2009 |
Procedure for Determining Fenestration Product Solar Heat Gain Coefficients and Visible Transmittance at Normal Incidence-Second Edition |
C303.1.3, C402.4.1.1 |
400-2009 |
Procedure for Determining Fenestration Product Air Leakage-Second Edition |
Table C402.5.2 |
NYC |
New York City Department of Buildings 280 Broadway New York, NY 10007 |
|
Standard reference number |
Title |
Referenced in code section number |
NYCAC-14 |
New York City Administrative Code |
CH1 (Intro Statement), 101.1, 101.5.2.2,101.5.2.3 102.1, 103.1, 103.2.1, 103.3, 104.1, 104.1.1, 104.3, 105.1, C202, C405.6.1 |
NYCBC-14 |
New York City Building Code |
101.2.1, , 103.2.1, C402.5.3, C402.5.4 |
NYCCC-14 |
New York City Construction Codes |
102.1, 103.1, 104.2.3, C201.3, C303.2, C402.2.7, C501.4 |
NYCEC- 11 |
New York City Electrical Code |
C201.3, C202, C501.4 |
NYCFC-14 |
New York City Fire Code |
C201.3, C501.4 |
NYCMC-14 |
New York City Mechanical Code |
C402.5.3, C403.2.4.3, C403.2.6, C403.2.6.1, C403.2.6.2, C403.2.7, C403.2.9, C403.2.9.1, C403.2.9.1.1, C403.2.9.1.2, C403.4.1.1, C403.4.4, C403.4.4.6, C406.6, C408.2.2.1 |
NYS |
New York Department of State One Commerce Plaza, 99 Washington Ave Albany, NY 12231-0001 |
|
Standard reference number |
Title |
Referenced in code section number |
ECCCNYS- 16 |
New York State Energy Conservation Construction Code |
CH1 (Intro Statement), 101.1.1, 101.2.2, , C202 |
IBC-15 |
International Building Code® (as amended) |
C202 |
|
|
|
SMACNA |
Sheet Metal and Air Conditioning Contractors National Association, Inc. 4021 Lafayette Center Drive Chantilly, VA 20151-1209 |
|
Standard reference number |
Title |
Referenced in code section number |
SMACNA-2012 |
HVAC Air Duct Leakage Test Manual 2nd Edition |
C403.2.9.1.3 |
UL |
UL LLC 333 Pfingsten Road Northbrook, IL 60062-2096 |
|
Standard reference number |
Title |
Referenced in code section number |
127-11 |
Standard for Factory-Built Fireplaces |
C402.2.7 |
710-12 |
Exhaust Hoods for Commercial Cooking Equipment |
C403.2.8 |
727-06 |
Oil-fired Central Furnaces-with Revisions through April 2010 |
Table C403.2.3(4) |
731-95 |
Oil-fired Unit Heaters-with Revisions through August 2012 |
Table C403.2.3(4) |
907-10 |
Standard for Fireplace Accessories |
C402.2.7 |
1784-01 |
Air Leakage Tests of Door Assemblies-with Revisions through July 2009 |
C402.5.4 |
US-FTC |
United States-Federal Trade Commission 600 Pennsylvania Avenue NW Washington, DC 20580 |
|
Standard reference number |
Title |
Referenced in code section number |
CFR Title 16 (May 31, 2005) |
R-value Rule |
C303.1.4 |
WDMA |
Window and Door Manufacturers Association 2025 M Street, NW, Suite 800 Washington, DC 20036-3309 |
|
Standard reference number |
Title |
Referenced in code section number |
AAMA/WDMA/CSA 101/I.S.2/A440-11 |
North American Fenestration Standard/Specification for Windows, Doors and Unit Skylights |
Table C402.5.2 |
Appendix CA
Add a new Appendix CA to read as follows:
APPENDIX CA
MODIFIED NATIONAL STANDARD FOR BUILDINGS,
EXCEPT FOR LOW-RISE RESIDENTIAL BUILDINGS
SECTION CA101
SCOPE
CA101.1 Scope. This appendix provides the modifications to the nationally recognized standard ASHRAE 90.1, providing the minimum requirements for energy-efficient design of most buildings, except low-rise residential buildings. Where a referenced publication has been modified for the City of New York as by the New York City Energy Conservation Code, every reference to such publication shall be deemed to include all such modifications.
SECTION CA102
ENERGY STANDARD FOR COMMERCIAL BUILDINGS
CA102.1 General. Commercial buildings shall be constructed in accordance with Chapter C4 of this code or in accordance with ASHRAE 90.1, Energy Standard for Buildings Except Low-Rise Residential Buildings, 2013 edition, modi-fied for New York City as follows. Refer to the rules of the department for any subsequent additions, modifications or deletions that may have been made to this standard in accor-dance with Section 28-103.19 of the Administrative Code.
Section 3 - DEFINITIONS, ABBREVIATIONS, AND ACRONYMS
Section 3 - Revise the definition “authority having jurisdiction” after the definition of “attic and other roofs,” to read as follows:
authority having jurisdiction: The commissioner or the commissioner’s designee.
Section 3 - Revise the definition “building official” after the definition of “building material,” to read as follows:
building official: The commissioner or the commissioner’s designee.
Section 3 - Add a new definition of “electrical design load” after the definition of “efficiency,” to read as follows:
electrical design load: The electrical load that feeders and branch circuits are required to support pursuant to the relevant provisions of the New York City Electrical Code for the category of equipment loads being supported.
Section 3 - Add a new definition of “high-efficacy lamps” after the definition of “heating seasonal performance factor (HSPF),” to read as follows:
high-efficacy lamps: Compact fluorescent lamps, T-8 or smaller diameter linear fluorescent lamps, or lamps with a minimum efficacy of:
1. 60 lumens per watt for lamps over 40 watts;
2. 50 lumens per watt for lamps over 15 watts to 40 watts; and
3. 40 lumens per watt for lamps 15 watts or less.
Section 3 - Add a new definition of “networked guest room control system” after the definition of “nameplate rating” to read as follows:
networked guest room control system: a control system, accessible from the hotel/motel front desk or other central location, that is capable of identifying reserved rooms according to a timed schedule, and is capable of controlling HVAC in each hotel/motel guest room separately.
Section 5 - BUILDING ENVELOPE
5.1.3 Envelope Alterations.
Section 5.1.3 - Delete Item 8 under Exceptions.
5.4.3.4 Vestibules.
Section 5.4.3.4 - Revise Item 7 under Exceptions to read as follows:
7. Doors that open directly from a space less than 3,000 square feet in area, in buildings less than 75 feet in height, and doors that open directly from a space less than 1,000 square feet in area, in buildings 75 feet and greater in height.
5.4.3 Air Leakage
Section 5.4.3 - Add a new Section 5.4.3.5 to read as follows:
5.4.3.5 Air Barrier Testing. New buildings of a certain size must comply with the following requirements:
a. New buildings 25,000 square feet and greater, but less than 50,000 square feet, and less than or equal to 75 feet in height must show compliance through testing in accordance with ASTM E 779 and department rules.
b. New buildings 50,000 square feet and greater, shall test or inspect each type of unique air barrier joint or seam in the building envelope for continuity and defects, as per an Air Barrier Continuity Plan developed by a registered design professional. Alternatively, new buildings 50,000 square feet and greater may show compliance through testing in accordance with ASTM E 779 and department rules.
c. Rules governing air barrier testing promulgated by the department.
5.5.3 Opaque Areas.
Section 5.5.3 - Add a new Item 3 under Exceptions to read as follows:
3. When the total area of penetrations from mechanical equipment listed in Table 6.8.1-4 exceeds 1% of the opaque above-grade wall area, the mechanical equipment penetration area shall be calculated as a separate wall assembly with a default U-factor of 0.5, and compliance shall be shown with method b. Where mechanical equipment has been tested in accordance with testing standards approved by the department, the mechanical equipment penetration area may be calculated as a separate wall assembly with the U-factor as determined by such test.
5.6.1.1
Section 5.6.1.1 - Add a new sentence at the end of Section 5.6.1.1 to read as follows:
When the total area of penetrations from mechanical equipment listed in Table 6.8.1-4 exceeds 1% of the opaque above-grade wall area, the mechanical equipment penetration area shall be calculated as a separate wall assembly with a default U-factor of 0.5.
Section 5.6.1.1 - Add a new Exception to Section 5.6.1.1 to read as follows:
Exception: Where mechanical equipment has been tested in accordance with testing standards approved by the department, the mechanical equipment penetration area may be calculated as a separate wall assembly with the U-factor as determined by such test.
Section 6 - HEATING, VENTILATION, AND AIR-CONDITIONING
6.1.1.3 Alterations to Heating, Ventilating, Air Conditioning, and Refrigeration in Existing Buildings.
Section 6.1.1.3.1 - Revise Section 6.1.1.3.1 to read as follows:
6.1.1.3.1 New HVACR equipment that are part of the alteration or a direct replacement of the existing HVACR shall comply with the applicable provisions in Section 6 to that equipment being installed.
Section 6.1.1.3.2 - Revise Section 6.1.1.3.2. to read as follows:
6.1.1.3.2 New cooling systems installed to serve previously uncooled spaces and new heating systems installed to serve previously unheated spaces shall comply with this section as described in Section 6.2.
6.3.2 Criteria.
Section 6.3.2 - Delete Items k through r and replace them with new Items k through s to read as follows:
k. Systems serving hotel/motel guest rooms shall comply with Section 6.4.3.3.5.
l. Except for piping within manufacturers’ units, HVAC piping shall be insulated in accordance with Tables 6.8.3-1 and 6.8.3-2. Insulation exposed to weather shall be suitable for outdoor service, e.g., protected by aluminum, sheet metal, painted canvas, or plastic cover. Cellular foam insulation shall be protected as above or painted with a coating that is water retardant and provides shielding from solar radiation.
m. Ductwork and plenums shall be insulated in accordance with Tables 6.8.2-1 and 6.8.2-2 and shall be sealed in accordance with Section 6.4.4.2.1.
n. Construction documents shall require a ducted system to be air balanced in accordance with industry accepted procedures.
o. Outdoor air intake and exhaust systems shall meet the requirements of Section 6.4.3.4.
p. Where separate heating and cooling equipment serves the same temperature zone, thermostats shall be interlocked to prevent simultaneous heating and cooling.
q. Systems with a design supply air capacity greater than 10,000 cfm shall have optimum start controls.
r. The system shall comply with the demand control ventilation requirements in Section 6.4.3.8.
s. The system complies with the door switch requirements in Section 6.5.10.
6.4.3.3.5 Automatic Control of HVAC in Hotel/Motel Guest Rooms.
Section 6.4.3.3.5 - Add a new Section 6.4.3.3.5 to read as follows:
6.4.3.3.5 Automatic Control of HVAC in Hotel/Motel Guest Rooms. In hotels and motels with greater than 50 guest rooms, automatic controls for the HVAC equipment serving each guest room shall be configured according to the requirements in the following subsection. Controls must comply with either Section 6.4.3.3.5.1 or 6.4.3.3.5.2.
6.4.3.3.5.1 Guest Room HVAC Setpoint Control. Within 30 minutes of all occupants leaving the guest room, HVAC setpoints shall be automatically raised by at least 4°F (2°C) from the occupant setpoint in the cooling mode and automatically lowered by at least 4°F (2°C) from the occupant setpoint in the heating mode. When the guest room is unrented and unoccupied, HVAC setpoints shall be automatically reset to 80°F (27°C) or higher in the cooling mode and to 60°F (16°C) or lower in the heating mode. Unrented and unoccupied guest rooms shall be determined by either of the following:
a. The guest room has been continuously unoccupied for up to 16 hours.
b. A networked guest room control system indicates the guest room is unrented and the guest room is unoccupied for more than 30 minutes.
Exceptions:
1. A networked guest room control system shall be permitted to return the thermostat setpoints to their default occupied setpoints 60 minutes prior to the time the room is scheduled to be occupied.
2. Cooling for humidity control shall be permitted during unoccupied periods.
6.4.3.3.5.2 Automatic Control. Captive key card systems shall be permitted to be used to comply with Section 6.4.3.3.5.
6.5.6.1 Exhaust Air Energy Recovery.
Section 6.5.6.1 - Revise Item 8 under the Exceptions to read as follows:
8. Where the largest source of air exhausted at a single location at the building exterior is less than 75 percent of the design outdoor air flow rate. Multiple exhaust fans or outlets located within a 30 foot radius from the outdoor air supply unit shall be considered a single exhaust location.
6.7.2.4 System Commissioning.
Section 6.7.2.4 - Delete Section 6.7.2.4 in its entirety and replace with a new Section 6.7.2.4 to read as follows:
6.7.2.4. System Commissioning. Projects complying with this standard shall also comply with Section C408 of the New York City Energy Conservation Code in regards to system commissioning. When demonstrating compliance with Section C408.3, projects following ASHRAE 90.1-2013 must demonstrate compliance with Section 9 of ASHRAE 90.1-2013 as required, in lieu of Section C405 of the New York City Energy Conservation Code.
Table 6.8.1-4 Electrically Operated Packaged Terminal Air Conditioners, Packaged Terminal Heat Pumps, Single-Package Vertical Air Conditioners, Single-Package Vertical Heat Pumps, Room Air Conditioners, and Room Air-Conditioner Heat Pumps-Minimum Efficiency Requirements
Revise Table 6.8.1-4 to read as follows:
TABLE 6.8.1-4
Electrically Operated Packaged Terminal Air Conditioners, Packaged Terminal Heat Pumps, Single-Package Vertical Air Conditioners, Single-Package Vertical Heat Pumps, Room Air Conditioners, and Room Air-Conditioner Heat Pumps-Minimum Efficiency Requirements
Equipment Type |
Size Category |
Subcategory or Rating Condition |
Minimum Efficiency |
Test Procedure |
PTAC (cooling mode) standard size |
All capacities |
95°F db outdoor air |
14.0 - (0.300 × Cap/1000)c |
AHRI 310/380 |
PTAC (cooling mode) nonstandard size |
All capacities |
95°F db outdoor air |
10.9 - (0.213 × Cap/1000)c EER |
|
PTHP (cooling mode) standard size |
All capacities |
95°F db outdoor air |
14.0 - (0.300 × Cap/1000)c |
|
PTHP (cooling mode) nonstandard size |
All capacities |
95°F db outdoor air |
10.8 - (0.213 × Cap/1000)c |
|
PTHP (heating mode) standard size |
All capacities |
________ |
3.7 - (0.052 × Cap/1000)cCOPH |
|
PTHP (heating mode) nonstandard size |
All capacities |
________ |
2.9 - (0.026 × Cap/1000)cCOPH |
|
SPVAC (cooling mode) |
< 65,000 Btu/h |
95°F db/75°F wb outdoor air |
10.0 EER |
AHRI 390 |
|
≥ 65,000 Btu/h and < 135,000 Btu/h |
95°F db/75°F wb outdoor air |
10.0 EER |
|
|
≥ 135,000 Btu/h and < 245,000 Btu/h |
95°F db/75°F wb outdoor air |
10.0 EER |
|
SPVHP (cooling mode) |
< 65,000 Btu/h |
95°F db/75°F wb outdoor air |
10.0 EER |
|
|
≥ 65,000 Btu/h and < 135,000 Btu/h |
95°F db/75°F wb outdoor air |
10.0 EER |
|
|
≥ 135,000 Btu/h and < 245,000 Btu/h |
95°F db/75°F wb outdoor air |
10.0 EER |
|
SPVHP (heating mode) |
< 65,000 Btu/h |
47°F db/43°F wb outdoor air |
3.0 COPH |
|
|
≥ 65,000 Btu/h and < 135,000 Btu/h |
47°F db/43°F wb outdoor air |
3.0 COPH |
|
|
≥ 135,000 Btu/h and < 245,000 Btu/h |
47°F db/43°F wb outdoor air |
3.0 COPH |
|
SPVAC (cooling mode), nonweatherized space constrained |
< 30,000 Btu/h |
95°F db/75°F wb outdoor air |
9.2 EER |
AHRI 390 |
|
> 30,000 Btu/h and < 36,000 Btu/h |
95°F db/75°F wb outdoor air |
9.0 EER |
|
SPVHP (cooling mode) , nonweatherized space constrained |
< 30,000 Btu/h |
95°F db/75°F wb outdoor air |
9.2 EER |
|
|
> 30,000 Btu/h and < 36,000 Btu/h |
95°F db/75°F wb outdoor air |
9.0 EER |
|
SPVHP (heating mode) , nonweatherized space constrained |
< 30,000 Btu/h |
47°F db/43°F wb outdoor air |
3.0 COPH |
|
|
> 30,000 Btu/h and < 36,000 Btu/h |
47°F db/43°F wb outdoor air |
3.0 COPH |
|
Room air conditioners, with louvered sides |
< 6,000 Btu/h |
_____ |
11.0 CEER |
10 CFR Part 430 |
|
≥ 6,000 Btu/h and < 8,000 Btu/h |
_____ |
11.0 CEER |
|
|
≥ 8,000 Btu/h and < 14,000 Btu/h |
_____ |
10.9 CEER |
|
|
≥ 14,000 Btu/h and < 20,000 Btu/h |
_____ |
10.7 CEER |
|
|
≥ 20,000 Btu/h and < 24,000 Btu/h |
_____ |
9.4 CEER |
|
|
≥ 25,000 Btu/h |
_____ |
9.0 CEER |
|
Room air conditioners, without louvered sides |
< 6,000 Btu/h |
_____ |
10.0 CEER |
10 CFR Part 430 |
|
≥ 6,000 Btu/h and < 8,000 Btu/h |
_____ |
10.0 CEER |
|
|
≥ 8,000 Btu/h and < 11,000 Btu/h |
_____ |
9.6 CEER |
|
|
≥ 11,000 Btu/h and < 14,000 Btu/h |
_____ |
9.5 CEER |
|
|
≥ 14,000 Btu/h and < 20,000 Btu/h |
_____ |
9.3 CEER |
|
|
≥ 20,000 Btu/h |
_____ |
9.4 CEER |
|
Room air conditioner heat pumps, with louvered sides |
< 20,000 Btu/h |
_____ |
9.8 CEER |
|
|
≥ 20,000 Btu/h |
_____ |
9.3 CEER |
10 CFR Part 430 |
Room air conditioner heat pumps, without louvered sides |
< 14,000 Btu/h |
_____ |
9.3 CEER |
|
|
≥ 14,000 Btu/h |
_____ |
8.7 CEER |
10 CFR Part 430 |
Casement-only |
All capacities |
_____ |
9.5 CEER |
10 CFR Part 430 |
Casement-slider |
All capacities |
_____ |
10.4 CEER |
|
Table 6.8.1-9 Electrically Operated Variable-Refrigerant-Flow Air Conditioners - Minimum Efficiency Requirements
Revise Table 6.8.1-9 to read as follows:
TABLE 6.8.1-9
Electrically Operated Variable-Refrigerant-Flow Air Conditioners - Minimum Efficiency Requirements
Equipment Type |
Size Category |
Heating Section Type |
Subcategory or Rating Condition |
Minimum Efficiency |
Test Procedure |
VRF air conditioners, air cooled |
< 65,000 Btu/h |
All |
VRF multisplit system |
13.0 SEER |
AHRI 1230 |
|
≥ 65,000 Btu/h and < 135,000 Btu/h |
Electric resistance (or none) |
VRF multisplit system |
11.2 SEER 13.1 IEER (before 1/1/2017) 15.5 IEER (as of 1/1/2017) |
|
|
≥ 135,000 Btu/h and < 240,000 Btu/h |
Electric resistance (or none) |
VRF multisplit system |
11.0 EER 12.9 IEER (before 1/1/2017) 14.9 IEER (as of 1/1/2017) |
|
|
≥ 240,000 Btu/h |
Electric resistance (or none) |
VRF multisplit system |
10.0 EER 11.6 IEER (before 1/1/2017) 13.9 IEER (as of 1/1/2017) |
|
Table 6.8.1-10 Electrically Operated Variable-Refrigerant-Flow and Applied Heat Pumps-Minimum Efficiency Requirements
Revise Table 6.8.1-10 to read as follows:
TABLE 6.8.1-10
Electrically Operated Variable-Refrigerant-Flow and Applied Heat Pumps-Minimum Efficiency Requirements
Equipment Type |
Size Category |
Heating Section Type |
Subcategory or Rating Condition |
Minimum Efficiency |
Test Procedure |
VRF air cooled (cooling mode) |
< 65,000 Btu/h |
All |
VRF multisplit system |
13.0 SEER |
AHRI 1230 |
|
≥ 65,000 Btu/h and < 135,000 Btu/h |
Electric resistance (or none) |
VRF multisplit system |
11.0 EER 12.9 IEER(before 1/1/2017) 14.6 IEER (as of 1/1/2017) |
|
|
≥ 65,000 Btu/h and < 135,000 Btu/h |
Electric resistance (or none) |
VRF multisplit system with heat recovery |
10.8 EER 12.7 IEER (before 1/1/2017) 14.4 IEER (as of 1/1/2017) |
|
|
≥ 135,000 Btu/h and < 240,000 Btu/h |
Electric resistance (or none) |
VRF multisplit system |
10.6 EER 12.3 IEER (before 1/1/2017) 13.9 IEER (as of 1/1/2017) |
|
|
≥ 135,000 Btu/h and < 240,000 Btu/h |
Electric resistance (or none) |
VRF multisplit system with heat recovery |
10.4 EER 12.1 IEER (before 1/1/2017) 13.7 IEER (as of 1/1/2017) |
|
|
≥ 240,000 Btu/h |
Electric resistance (or none) |
VRF multisplit system |
9.5 EER 11.0 IEER (before 1/1/2017) 12.7 IEER (as of 1/1/2017) |
|
|
≥ 240,000 Btu/h |
Electric resistance (or none) |
VRF multisplit system with heat recovery |
9.3 EER 10.8 IEER (before 1/1/2017) 12.5 IEER (as of 1/1/2017) |
|
VRF water source (cooling mode) |
< 65,000 Btu/h |
All |
VRF multisplit systems 86°F entering water |
12.0 EER |
AHRI 1230 |
|
< 65,000 Btu/h |
All |
VRF multisplit systems with heat recovery 86°F entering water |
11.8 EER |
|
|
≥ 65,000 Btu/h and < 135,000 |
All |
VRF multisplit systems 86°F entering water |
12.0 EER |
|
|
≥ 65,000 Btu/h and < 135,000 |
All |
VRF multisplit systems with heat recovery 86°F entering water |
11.8 EER |
|
|
≥ 135,000 Btu/h |
All |
VRF multisplit systems 86°F entering water |
10.0 EER |
|
|
≥ 135,000 Btu/h |
All |
VRF multisplit systems with heat recovery 86°F entering water |
9.8 EER |
|
VRF groundwater source (cooling mode) |
< 135,000 Btu/h |
All |
VRF multisplit system 59°F entering water |
16.2 EER |
AHRI 1230 |
|
< 135,000 Btu/h |
All |
VRF multisplit system with heat recovery 59°F entering water |
16.0 EER |
|
|
≥ 135,000 Btu/h |
All |
VRF multisplit system 59°F entering water |
13.8 EER |
|
|
≥ 135,000 Btu/h |
All |
VRF multisplit system with heat recovery 59°F entering water |
13.6 EER |
|
VRF groundwater source (cooling mode) |
< 135,000 Btu/h |
All |
VRF multisplit system 77°F entering water |
13.4 EER |
AHRI 1230 |
|
< 135,000 Btu/h |
All |
VRF multisplit system with heat recovery 77°F entering water |
13.2 EER |
|
|
≥ 135,000 Btu/h |
All |
VRF multisplit system 77°F entering water |
11.0 EER |
|
|
≥ 135,000 Btu/h |
All |
VRF multisplit system with heat recovery 77°F entering water |
10.8 EER |
|
VRF air cooled (heating mode) |
< 65,000 Btu/h (cooling capacity) |
- |
VRF multisplit system |
7.7 HSPF |
AHRI 1230 |
|
≥ 65,000 Btu/h and < 135,000 Btu/h |
- |
VRF multisplit system 47°F db/43°F wb outdoor air |
3.3 COPH |
|
|
|
|
17°F db/15°F wb outdoor air |
2.25 COPH |
|
|
≥ 135,000 Btu/h (cooling capacity) |
- |
VRF multisplit system 47°F db/43°F wb outdoor air |
3.2 COPH |
|
|
|
|
17°F db/15°F wb outdoor air |
2.05 COPH |
|
VRF water source (heating mode) |
< 135,000 Btu/h (cooling capacity) |
- |
VRF multisplit system 68°F entering water |
4.2 COPH |
AHRI 1230 |
|
≥ 135,000 Btu/h (cooling capacity) |
- |
VRF multisplit system 68°F entering water |
3.9 COPH |
|
VRF groundwater source (heating mode) |
< 135,000 Btu/h (cooling capacity) |
- |
VRF multisplit system 50°F entering water |
3.6 COPH |
AHRI 1230 |
|
≥ 135,000 Btu/h (cooling capacity) |
- |
VRF multisplit system 50°F entering water |
3.3 COPH |
|
VRF ground source (heating mode) |
< 135,000 Btu/h (cooling capacity) |
- |
VRF multisplit system 32°F entering water |
3.1 COPH |
AHRI 1230 |
|
≥ 135,000 Btu/h (cooling capacity) |
- |
VRF multisplit system 32°F entering water |
2.8 COPH |
|
Section 8 - POWER
8.4.1 Voltage Drop.
Section 8.4.1 - Delete Section 8.4.1 in its entirety and replace with a new Section 8.4.1 to read as follows:
8.4.1 Voltage Drop. The conductors for feeders and branch circuits combined shall be sized for a maximum of 5% voltage drop total.
Exception: Feeder conductors and branch circuits that are dedicated to emergency services.
8.4.5 Measurement of electrical consumption of tenant spaces in covered buildings.
Section 8.4.5 - Add a new Section 8.4.5 to read as follows:
8.4.5 Measurement of electrical consumption of tenant spaces in covered buildings. The terms meter, submeter, covered building, tenant space and covered tenant space shall be as defined in Section 28-311.2 of the Administrative Code of the city of New York. Each covered tenant space in a new building shall be equipped with a separate meter or sub-meter to measure the electrical consumption of such space when let or sublet. Where the covered tenant space is a floor with multiple tenancies, each tenancy with an area less than that as defined in Section 28-311.2 of the Administrative Code of the city of New York shall (i) be equipped with a separate meter or sub-meter, (ii) share a meter or sub-meter with other tenant spaces on the floor, or (iii) share a meter or sub-meter covering the entire floor. As new covered tenant spaces are created, they shall be equipped with meters or sub-meters as provided in this section.
Exception: Covered tenant space for which the electrical consumption within such space is measured by a meter dedicated exclusively to that space.
Section 9 - LIGHTING
9.1.1 Scope.
Section 9.1.1 - Delete Item 2 under Exceptions and replace with a new Item 2 under Exceptions to read as follows:
2. Dwelling units within commercial buildings shall not be required to comply with this section provided that not less than 75 percent of the permanently installed fixtures, other than low-voltage lighting, shall be fitted for, and contain only, high efficacy lamps.
9.1.2 Lighting Alterations.
Section 9.1.2 - Delete Section 9.1.2 in its entirety and replace with a new Section 9.1.2 to read as follows:
9.1.2 Lighting Alterations. For the alteration of any lighting system in an interior space, that space shall comply with the lighting power density (LPD) requirements of Section 9.2.2.3 and the control requirements of Section 9.4.1.1, as applicable to that space.
For the alteration of any lighting system in an exterior building application, that lighting system shall comply with the lighting power density (LPD) requirements of Section 9 applicable to the area illuminated by that lighting system and the applicable control requirements of Sections 9.4.2 and 9.4.1.4.
Exception(s):
1. Alterations that involve 20% or less of the connected lighting load in a space or area need not comply with these requirements, provided that such alterations do not increase the installed LPD.
2. Routine maintenance or repair situations.
9.4.1.1 Interior lighting controls.
Section 9.4.1.1 - Delete Item h in its entirety and replace with a new Item h to read as follows:
h. Automatic full OFF: All lighting shall be automatically shut off within 20 minutes of all occupants leaving the space. A control device meeting this requirement shall control no more than 5000 ft2, provided that for open plan offices, a control device meeting this requirement shall control no more than 2500 ft2.
Exceptions: The following lighting is not required to be automatically shut off:
1. General lighting and task lighting in shop, laboratory, and preschool classrooms.
2. General lighting and task lighting in spaces where automatic shutoff would endanger the safety or security of room or building occupants.
3. Lighting required for 24/7 operation.
4. Lighting in offices smaller than 200 square feet in area equipped with lighting controls activated by photosensor.
9.4.3 Functional Testing.
Section 9.4.3 - Renumber Section 9.4.3, Functional Testing, as Section 9.4.4 .
9.4.3 Exit Signs.
Section 9.4.3 - Add a new Section 9.4.3 to read as follows:
9.4.3 Exit Signs. Internally illuminated exit signs shall not exceed 5 W per face.
Table 9.6.1 Lighting Power Density Allowances Using the Space-by-Space Method and Minimum Control Requirements Using Either Method
Revise Table 9.6.1 to read as follows:
TABLE 9.6.1 Lighting Power Density Allowances Using the Space-by-Space Method and Minimum Control Requirements Using Either Method
Informative Note: This table is divided into two sections; this first section covers space types that can be commonly found in multiple building types. The second part of this table covers space types that are typically found in a single building type. |
The control functions below shall be implemented in accordance with the descriptions found in the referenced paragraphs within Section 9.4.1.1. For each space type: (1) All REQs shall be implemented. (2) At least one ADD1 (when present) shall be implemented. (3) At least one ADD2 (when present) shall be implemented. |
|
Local Control (See Section9.4.1.1(a)) |
Restricted to Manual ON (See Section9.4.1.1(b)) |
Restricted to Partial Automatic ON (See Section9.4.1.1(c)) |
Bilevel Lighting Control(See Section9.4.1.1(d)) |
AutomaticDaylight Responsive Controls for Sidelighting (See Section 9.4.1.1(e)6) |
Automatic Daylight Responsive Controls for Toplighting (See Section 9.4.1.1(f)6) |
Automatic Partial OFF (See Section 9.4.1.1(g) (Full Off complies)) |
Automatic Full OFF (See Section 9.4.1.1(h)) |
Scheduled Shutoff (See Section 9.4.1.1(i)) |
Common Space Types1 |
LPD W/ft2 |
RCR Threshold |
a |
b |
c |
d |
e |
f |
g |
h |
i |
Atrium |
…that is < 20 ft in height |
0.03/ft total height |
NA |
REQ |
ADD1 |
ADD1 |
- |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…that is ≥ 20 ft and ≤ 40 ft in height |
0.03/ft total height |
NA |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…that is > 40 ft in height |
0.40 + 0.02/ft total height |
NA |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
Audience Seating Area |
…in an auditorium |
0.63 |
6 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in a convention center |
0.82 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in a gymnasium |
0.65 |
6 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in a motion picture theater |
1.14 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in a penitentiary |
0.28 |
4 |
REQ |
ADD1 |
ADD1 |
- |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in a performing arts theater |
2.43 |
8 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in a religious building |
1.53 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in a sports arena |
0.43 |
4 |
REQ |
ADD1 |
ADD1 |
- |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…all other audience seating areas |
0.43 |
4 |
REQ |
ADD1 |
ADD1 |
- |
REQ |
REQ |
- |
ADD2 |
ADD2 |
Banking Activity Area |
1.01 |
6 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
Breakroom (See Lounge/Breakrown) |
Classroom/Lecture hall/Training Room8,9 |
|
|
|
|
|
|
|
|
|
|
|
|
…in a penitentiary |
1.34 |
4 |
REQ |
REQ |
ADD1 |
REQ |
REQ |
REQ |
- |
REQ |
- |
…all other classrooms/lecture halls/training rooms |
1.24 |
4 |
REQ |
REQ |
ADD1 |
REQ |
REQ |
REQ |
- |
REQ |
- |
Conference/Meeting.Multipurpose Room8,9 |
1.23 |
6 |
REQ |
REQ |
ADD1 |
REQ |
REQ |
REQ |
- |
REQ |
- |
Confinement Cells |
0.81 |
6 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
Copy/Print Room |
0.72 |
6 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
REQ |
- |
Corridor2 |
…in a facilitiy for the visually impaired (and not used primarily by the staff)3 |
0.92 |
width < 8 ft |
REQ |
- |
- |
- |
REQ |
REQ |
REQ |
ADD2 |
ADD2 |
…in a hospital |
0.99 |
width < 8 ft |
REQ |
- |
- |
- |
REQ |
REQ |
ADD2 |
ADD2 |
ADD2 |
…in a manufacturing facility |
0.41 |
width < 8 ft |
REQ |
- |
- |
- |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…all other corridors |
0.66 |
width < 8 ft |
REQ |
- |
- |
- |
REQ |
REQ |
REQ |
ADD2 |
ADD2 |
Courtoom |
1.72 |
6 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
Computer Room |
1.71 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
Dining Area |
|
|
|
|
|
|
|
|
|
|
|
…in a penitentiary |
0.96 |
6 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in a facility for the visually impaired and not used primarily by staff)3 |
2.65 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in bar lounge or leisure dining |
1.07 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in cafeteria or fast food dining` |
0.65 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in family dining |
0.89 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…all other dining areas |
0.65 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
Electrical/Mechanical Room7 |
0.42 |
6 |
REQ |
- |
- |
- |
REQ |
REQ |
- |
- |
- |
Emergency Vehicle Garage |
0.56 |
4 |
REQ |
ADD1 |
ADD1 |
- |
REQ |
REQ |
- |
ADD2 |
ADD2 |
Food Preparation Area |
1.21 |
6 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
Guest Room |
0.91 |
6 |
See Section 9.4.1.3b. |
Laboratory |
…in or as a classroom |
1.43 |
6 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
REQ |
ADD2 |
ADD2 |
…all other laboratories |
1.81 |
6 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
Laundry/Washing Area |
0.60 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
Loading Dock, Interior |
0.47 |
6 |
REQ |
ADD1 |
ADD1 |
- |
REQ |
REQ |
- |
ADD2 |
ADD2 |
Lobby |
…in a facility for the visually impaired and not used primarily by staff)3 |
1.80 |
4 |
REQ |
- |
- |
- |
REQ |
REQ |
REQ |
ADD2 |
ADD2 |
…for an elevator |
0.64 |
6 |
REQ |
- |
- |
- |
REQ |
REQ |
REQ |
ADD2 |
ADD2 |
…in a hotel |
1.06 |
4 |
REQ |
- |
- |
- |
REQ |
REQ |
REQ |
ADD2 |
ADD2 |
…in a motion picture theater |
0.59 |
4 |
REQ |
- |
- |
- |
REQ |
REQ |
REQ |
ADD2 |
ADD2 |
…in a performing arts theater |
2.00 |
6 |
REQ |
- |
- |
- |
REQ |
REQ |
REQ |
ADD2 |
ADD2 |
…all other lobbies |
0.90 |
4 |
REQ |
- |
- |
- |
REQ |
REQ |
REQ |
ADD2 |
ADD2 |
Locker Room |
0.75 |
6 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
REQ |
- |
Lounge/Breakroom8,9 |
…in a healthcare facility |
0.92 |
6 |
REQ |
REQ |
ADD1 |
REQ |
REQ |
REQ |
- |
REQ |
- |
…all other lounges/breakrooms |
0.73 |
4 |
REQ |
REQ |
ADD1 |
REQ |
REQ |
REQ |
- |
REQ |
- |
Office |
…enclosed and ≤ 250 ft2(8,9) |
1.0 |
8 |
REQ |
REQ |
ADD1 |
REQ |
REQ |
REQ |
- |
REQ |
- |
…enclosed and > 250 ft2 |
1.0 |
8 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…open plan |
0.90 |
4 |
REQ |
- |
REQ |
REQ |
REQ |
REQ |
- |
REQ |
- |
Parking Area, Interior |
0.19 |
4 |
See Section 9.4.1.2 |
Pharmacy Area |
1.68 |
6 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
Restroom |
…in a facility for the visually impaired |
1.21 |
8 |
REQ |
- |
- |
- |
|
|
- |
REQ |
- |
…all other restrooms |
0.98 |
8 |
REQ |
- |
- |
- |
|
|
- |
REQ |
- |
Sales Area4 |
1.30 |
6 |
REQ |
|
|
|
- |
|
- |
ADD2 |
ADD2 |
Seating Area, General |
0.54 |
4 |
REQ |
|
|
|
|
|
- |
ADD2 |
ADD2 |
Stairway |
The space containing the stairway shall determine the LPD and control requirements for the stairway. |
Stairwell |
0.69 |
10 |
REQ |
|
|
|
|
|
|
ADD2 |
ADD2 |
Storage Room |
…< 50 ft2 |
1.24 |
6 |
REQ |
- |
- |
- |
- |
- |
- |
ADD2 |
ADD2 |
…≥ 50 ft2 and ≤1000 ft2 |
0.63 |
6 |
REQ |
ADD1 |
ADD1 |
- |
REQ |
REQ |
- |
REQ |
- |
…all other storage rooms |
0.63 |
6 |
REQ |
ADD1 |
ADD1 |
- |
REQ |
REQ |
REQ |
ADD2 |
ADD2 |
Vehicular Maintenance Area |
0.67 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
Workshop |
1.59 |
6 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
TABLE 9.6.1 Lighting Power Density Allowances Using the Space-by-Space Method and Minimum Control Requirements Using Either Method (Continued)
Informative Note: This table is divided into two sections; this first section covers space types that can be commonly found in multiple building types. The second part of this table covers space types that are typically found in a single building type. |
The control functions below shall be implemented in accordance with the descriptions found in the referenced paragraphs within Section 9.4.1.1. For each space type: (1) All REQs shall be implemented. (2) At least one ADD1 (when present) shall be implemented. (3) At least one ADD2 (when present) shall be implemented. |
|
Local Control (See Section 9.4.1.1(a)) |
Restricted to Manual ON (See Section 9.4.1.1(b)) |
Restricted to Partial Automatic ON (See Section 9.4.1.1(c)) |
Bilevel Lighting Control (See Section 9.4.1.1(d)) |
Automatic Daylight Responsive Controls for Sidelighting (See Section 9.4.1.1(e)6) |
Automatic Daylight Responsive Controls for Toplighting (See Section 9.4.1.1(f)6) |
Automatic Partial OFF (See Section 9.4.1.1(g) (Full Off complies)) |
Automatic Full OFF (See Section 9.4.1.1(h)) |
Scheduled Shutoff (See Section 9.4.1.1(i)) |
Building Type Specific/Space Types1 |
LPD W/ft2 |
RCR Threshold |
a |
b |
c |
D |
e |
f |
g |
H |
i |
Facility for the Visually Impaired3 |
…in a chapel (used primarily by residents) |
2.21 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in a recreation room/common living room (and not used primarily by staff) |
2.41 |
6 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
Automotive (See "Vehicular Maintenance Area") |
Convention Center-Exhibit Space |
1.45 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
Dormitory-Living Quarters Fire Station-Sleeping Quarters |
0.38 |
8 |
REQ |
- |
- |
- |
- |
- |
- |
- |
- |
Facility for the Visually Impaired3 |
…in a recreation room/common living room (and not used primarily by staff) |
2.41 |
6 |
- |
- |
- |
- |
- |
- |
- |
- |
- |
Gymnasium/Fitness Center |
…in an exercise area |
0.72 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in a playing area |
1.20 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
Healthcare Facility |
…in an exam/treatment room |
1.66 |
8 |
REQ |
- |
- |
- |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in an imaging room |
1.51 |
6 |
REQ |
- |
- |
- |
REQ |
- |
- |
ADD2 |
ADD2 |
…in a medical supply room |
0.74 |
6 |
(See "Storage Room" under "Common Space Types" for control requirements) |
…in a nursery |
0.88 |
6 |
REQ |
- |
- |
- |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in a nurse's station |
0.71 |
6 |
REQ |
- |
- |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in an operating room |
2.48 |
6 |
REQ |
- |
- |
REQ |
- |
- |
- |
ADD2 |
ADD2 |
…in a patient room |
0.62 |
6 |
REQ |
- |
- |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in a physical therapy room |
0.91 |
6 |
REQ |
- |
- |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in a recovery room |
1.15 |
6 |
REQ |
- |
- |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
Library |
…in a reading area |
1.06 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in the stacks |
1.71 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
REQ |
ADD2 |
ADD2 |
Manufacturing Facility |
…in a detailed manufacturing area |
1.29 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in an equipment room |
0.74 |
6 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in an extra high bay area (> 50 ft floor-to-ceiling height) |
1.05 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in a high bay area (25-50 ft floor-to-ceiling height) |
1.23 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in a low bay area (< 25 ft floor-to-ceiling height) |
1.19 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
Museum |
…in a general exhibition area |
1.05 |
6 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in a restoration room |
1.02 |
6 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
Performing Arts Theater-Dressing Room |
0.61 |
6 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
REQ |
- |
Post Office-Sorting Area |
0.94 |
4 |
REQ |
ADD1 |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
ADD2 |
ADD2 |
Religious Buildings |
…in a fellowship hall |
0.64 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in a worship/pulpit/choir area |
1.53 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
Retail Facilities |
…in a dressing/fitting room |
0.71 |
8 |
REQ |
ADD1 |
ADD1 |
REQ |
- |
REQ |
- |
REQ |
- |
…in a mall concourse |
1.10 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
Sports Arena-Playing Area |
…for a Class I facility |
3.68 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…for a Class II facility |
2.40 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…for a Class III facility |
1.80 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…for a Class IV facility |
1.20 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
Transportation Facility |
…in a baggage/carousel area |
0.53 |
4 |
REQ |
ADD1 |
ADD1 |
- |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…in an airport concourse |
0.36 |
4 |
REQ |
ADD1 |
ADD1 |
- |
REQ |
REQ |
- |
ADD2 |
ADD2 |
…at a terminal ticket counter |
0.80 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
- |
ADD2 |
ADD2 |
Warehouse-Storage Area |
…for medium to bulky, palletized items |
0.58 |
4 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
REQ |
ADD2 |
ADD2 |
…for smaller, hand-carried items5 |
0.95 |
6 |
REQ |
ADD1 |
ADD1 |
REQ |
REQ |
REQ |
REQ |
ADD2 |
ADD2 |
1. In cases where both a common space type and a building area specific space type are listed, the building area specific space type shall apply.
2. In corridors, the extra lighting power density allowance is permitted when the width of the corridor is less than 8 ft and is not based on the RCR.
3. A "Facility for the Visually Impaired" is a facility that can be documented as being designed to comply with the light levels in ANSI/IES RP-28 and is licensed or will be licensed by local/state authorities for either senior long-term care, adult daycare, senior support and/or people with special visual needs.
4. For accent lighting, see Section 9.6.2(b).
5. Sometimes referred to as a "Picking Area."
6. Automatic daylight responsive controls are mandatory only if the requirements of the specified sections are present.
7. An additional 0.53w/ft2 shall be allowed, provided that the additional lighting is controlled separately from the base allowance of 0.42 W/ft2. The additional 0.53 w/ft2 allowance shall not be used for any other purpose.
8. Occupant sensor shall not have an override switch that converts from manual-on to automatic-on functionality.
9. The occupant sensor may have a grace period of up to 30 seconds to turn on the lighting automatically after the sensor has turned off the lighting if occupancy is detected.
Section 10 - OTHER EQUIPMENT
10.4.4 Escalators and Moving Walks.
10.4.4 - Add a new Section 10.4.4.1 to read as follows:
10.4.4.1 Regenerative Drive. An escalator designed either for one-way down operation only or for reversible operation shall have a variable frequency regenerative drive that supplies electrical energy to the building electrical system when the escalator is loaded with passengers whose combined weight exceeds 750 pounds.
Section 11 - ENERGY COST BUDGET METHOD
Table 11.5.1 Modeling Requirements for Calculating Design Energy Cost and Energy Cost Budget #5 Column A
Revise Item 1 under Exceptions in Table 11.5.1 #5 Column A to read as follows:
1. Any envelope assembly that covers less than 5% of the total area of that assembly type (e.g., exterior walls) need not be separately described. If not separately described, the area of an envelope assembly must be added to the area of the adjacent assembly of that same type. When the total area of penetrations from mechanical equipment listed in Table 6.8.1-4 exceeds 1% of the opaque above-grade wall area, the mechanical equipment penetration area shall be calculated as a separate wall assembly with a default U-factor of 0.5. Where mechanical equipment has been tested in accordance with testing standards approved by the department, the mechanical equipment penetration area may be calculated as a separate wall assembly with the U-factor as determined by such test.
Appendix G - PERFORMANCE RATING METHOD
Table G3.1 Modeling Requirements for Calculating Proposed and Baseline Building Performance #5 Column A
Revise Exception 1 under Table G.3.1 #5 Column A to read as follows:
1. All uninsulated assemblies (e.g., projecting balconies, perimeter edges of intermediate floor slabs, concrete floor beams over parking garages, roof parapet) shall be separately modeled using either of the following techniques:
a. Separate model of each of these assemblies within the energy simulation model.
b. Separate calculation of the U-factor for each of these assemblies. The U-factors of these assemblies are then averaged with larger adjacent surfaces using an area- weighted average method. This average U-factor is modeled within the energy simulation model.
Any other envelope assembly that covers less than 5% of the total area of that assembly type (e.g., exterior walls) need not be separately described, provided that it is similar to an assembly being modeled. If not separately described, the area of an envelope assembly shall be added to the area of an assembly of that same type with the same orientation and thermal properties. When the total area of penetrations from mechanical equipment listed in Table 6.8.1-4 exceeds 1% of the opaque above-grade wall area, the mechanical equipment penetration area shall be calculated as a separate wall assembly with a default U-factor of 0.5. Where mechanical equipment has been tested in accordance with testing standards approved by the department, the mechanical equipment penetration area may be calculated as a separate wall assembly with the U-factor as determined by such test.
CHAPTER R2
DEFINITIONS
SECTION R201
GENERAL
Section R201.3 Terms defined in other codes.
Section R201.3 - Revise Section R201.3 to read as follows:
R201.3 Terms defined in other codes. Terms that are not defined in this code but are defined in the New York City Construction Codes, New York City Fire Code, or the New York City Electrical Code shall have the meanings ascribed to them in those codes.
SECTION R202
GENERAL DEFINITIONS
Delete the definitions of “2016 Uniform Code Supplement,” “2015 International Building Code (As Amended),” “2015 International Fire Code (As Amended),” “2015 International Fuel Gas Code (As Amended),” “2015 International Mechanical Code (As Amended),” “2015 International Plumbing Code (As Amended),” “2015 International Property Maintenance Code (As Amended),” and “2015 International Residential Code (As Amended).”
Revise the definition of “Approved” after the definition of “Alteration,” to read as follows:
APPROVED. See Section 28-101.5 of the Administrative Code.
Add a new definition of “Approved agency” after the definition of “Approved,” to read as follows:
APPROVED AGENCY. See Section 28-101.5 of the Administrative Code.
Delete the definitions of “ASHRAE 90.1-2013” and “ASHRAE 90.1-2013 (As amended)” after the definition of “Area weighted average.”
Add a new definition of “Authority having jurisdiction” after the definition of “Area weighted average” to read as follows:
AUTHORITY HAVING JURISDICTION. The commissioner or the commissioner’s designee.
Revise the definition of “Building thermal envelope” after the definition of “Building site,” to read as follows:
BUILDING THERMAL ENVELOPE. The exterior walls (above and below grade), floor, roof, and any other building elements that enclose conditioned space or provide a boundary between conditioned space and exempt or unconditioned space.
Revise the term “Code official” after the definition of “Climate Zone,” to read as follows:
CODE OFFICIAL. The commissioner or the commissioner’s designee.
Delete the definition of “Energy code”, after the definition of “Energy Analysis.”
Add a new definition of “Grade plane” after the definition of “General lighting,” to read as follows:
GRADE PLANE. A reference plane representing the average of finished ground level adjoining the building at exterior walls. Where the finished ground level slopes away from the exterior walls, the reference plane shall be established by the lowest points within the area between the building and the lot line or, where the lot line is more than 6 feet (1829 mm) from the building, between the building and a point 6 feet (1829 mm) from the building.
Add a new definition of “Lead energy professional” after the definition of “Labeled,” to read as follows:
LEAD ENERGY PROFESSIONAL. The registered design professional who signs and seals the energy analysis for an entire project. Such individual may be the same registered design professional who signs and seals the design drawings for the same project.
Add new definitions of “Professional certification” and “Project” after the definition of "Manual," to read as follows:
PROFESSIONAL CERTIFICATION. See Section 28-101.5 of the Administrative Code.
PROJECT. A design and construction undertaking comprised of work related to one or more buildings and the site improvements. A project is represented by one or more plan/work applications, including construction documents compiled in accordance with Section 107 of the New York City Building Code, that relate either to the construction of a new building or buildings or to the demolition or alteration of an existing building or buildings. Applications for a project may have different registered design professionals and different job numbers, and may result in the issuance of one or more permits.
Delete the definition of “Uniform Code.”
CHAPTER R3
GENERAL REQUIREMENTS
SECTION R301
CLIMATE ZONES
Section R301.1 General.
Section R301.1 - Revise Section R301.1 to read as follows:
R301.1 General. For projects in the City of New York, Climate Zone 4A shall be used in determining the applicable requirements from Chapter R4.
Table R301.1 Climate zones, moisture regimes, and warm-humid designations by state, county and territory.
Table R301.1 - Delete Table R301.1 in its entirety.
Section R301.2 Warm humid counties.
Section R301.2 - Delete Section R301.2 in its entirety.
Section R301.3 International Climate Zones.
Section R301.3 - Delete Section R301.3 in its entirety.
Table R301.3(1) International climate zone definitions.
Delete Table R301.3(1) in its entirety
Table R301.3(2) International climate zone definitions.
Delete Table R301.3(2) in its entirety
Section R301.4 Tropical Climate Zone.
Section R301.4 - Delete Section R301.4 in its entirety.
SECTION R303
MATERIALS, SYSTEMS, AND EQUIPMENT
Section R303.2 Installation.
Section R303.2 - Delete Section R303.2 in its entirety and replace with a new Section R303.2 to read as follows:
R303.2 Installation. Materials, systems and equipment shall be installed in accordance with the manufacturer’s instructions and provisions of the New York City Building Code, as applicable.
CHAPTER R4
RESIDENTIAL ENERGY EFFICIENCY
SECTION R401
GENERAL
Section R401.2.1 Tropical Zone.
Section R401.2.1- Delete Section R401.2.1 in its entirety.
Section R401.4 Solar-ready requirements (Mandatory).
Section R401.4 - Add a new Section R401.4 to read as follows:
R401.4 Solar-ready requirements (Mandatory). Detached one- and two-family dwellings and multiple single-family dwellings (townhouses) shall meet the requirements of Appendix RB of this code.
Section R402.1.1 Vapor retarder.
Section R402.1.1 - Revise Section R402.1.1 to read as follows:
R402.1.1 Vapor retarder. Wall assemblies in the building thermal envelope shall comply with the vapor retarder requirements of Section 1405.3 of the New York City Building Code, as applicable.
Section R402.1.2 Insulation and fenestration criteria.
Section R402.1.2 - Revise Section R402.1.2 to read as follows:
R402.1.2 Insulation and fenestration criteria. The building thermal envelope shall meet the requirements of Table R402.1.2, based on the climate zone specified in Chapter R3.
Table R402.1.2 INSULATION AND FENESTRATION REQUIREMENT BY COMPONENTa
Revise Table R402.1.2 to read as follows:
TABLE R402.1.2
INSULATION AND FENESTRATION REQUIREMENTS BY COMPONENTa
CLIMATE ZONE |
FENESTRATIONU-FACTORb |
SKYLIGHTbU-FACTOR |
GLAZED FENESTRATION SHGCb,e |
CEILINGR-VALUE |
WOOD FRAME WALLR-VALUE |
MASS WALLR-VALUEi |
FLOORR-VALUE |
BASEMENTcWALL R-VALUE |
SLABdR-VALUE & DEPTH |
CRAWL SPACEcWALLR-VALUE |
1 |
NR |
0.75 |
0.25 |
30 |
13 |
3/4 |
13 |
0 |
0 |
0 |
2 |
0.40 |
0.65 |
0.25 |
38 |
13 |
4/6 |
13 |
0 |
0 |
0 |
3 |
0.35 |
0.55 |
0.25 |
38 |
20 or 13+5h |
8/13 |
19 |
5/13f |
0 |
5/13 |
4 except Marine |
0.32 |
0.55 |
0.40 |
49 |
20+5 or 13+10h |
15/20 |
30g |
15 /19 |
10, 4 ft |
15/19 |
5 and Marine 4 |
0.32 |
0.55 |
NR |
49 |
20 or 13+5h |
13/17 |
30g |
15/19 |
10, 2 ft |
15/19 |
6 |
0.32 |
0.55 |
NR |
49 |
20+5 or 13+10h |
15/20 |
30g |
15/19 |
10, 4 ft |
15/19 |
7 and 8 |
0.32 |
0.55 |
NR |
49 |
20+5 or 13+10h |
19/21 |
38g |
15/19 |
10, 4 ft |
15/19 |
For SI: 1 foot = 304.8 mm.
a. R-values are minimums. U-factors and SHGC are maximums. When insulation is installed in a cavity which is less than the label or design thickness of the insulation, the installed R-value of the insulation shall not be less than the R-value specified in the table.
b. The fenestration U-factor column excludes skylights. The SHGC column applies to all glazed fenestration. Exception: Skylights may be excluded from glazed fenestration SHGC requirements in climate zones 1 through 3 where the SHGC for such skylights does not exceed 0.30.
c. “15/19” means R-15 continuous insulation on the interior or exterior of the home or R-19 cavity insulation at the interior of the basement wall. “5/13” shall be permitted to be met with R-13 cavity insulation on the interior of the basement wall plus R-5 continuous insulation on the interior or exterior of the home. “10/13” means R-10 continuous insulation on the interior or exterior of the home or R-13 cavity insulation at the interior of the basement wall.
d. R-5 shall be added to the required slab edge R-values for heated slabs. Insulation depth shall be the depth of the footing or 2 feet, whichever is less in Climate Zones 1 through 3 for heated slabs.
e. There are no SHGC requirements in the Marine Zone.
f. Basement wall insulation is not required in warm-humid locations as defined by Figure R301.1 and Table R301.1.
g. Or insulation sufficient to fill the framing cavity, R-19 minimum.
h. The first value is cavity insulation, the second value is continuous insulation, so “13+5” means R-13 cavity insulation plus R-5 continuous insulation.
i. The second R-value applies when more than half the insulation is on the interior of the mass wall.
Table R402.1.4 EQUIVALENT U-FACTORSa
Revise Table R402.1.4 to read as follows:
TABLE R402.1.4
EQUIVALENT U-FACTORSa
CLIMATE ZONE |
FENESTRATIONU-FACTOR |
SKYLIGHTU-FACTOR |
CEILING U-FACTOR |
FRAME WALL U-FACTOR |
MASS WALLU-FACTORb |
FLOOR U-FACTOR |
BASEMENT WALL U-FACTOR |
CRAWL SPACE WALLU-FACTOR |
1 |
0.50 |
0.75 |
0.035 |
0.084 |
0.197 |
0.064 |
0.360 |
0.477 |
2 |
0.40 |
0.65 |
0.030 |
0.084 |
0.165 |
0.064 |
0.360 |
0.477 |
3 |
0.35 |
0.55 |
0.030 |
0.060 |
0.098 |
0.047 |
0.091c |
0.136 |
4 except Marine |
0.32 |
0.55 |
0.026 |
0.045 |
0.060 |
0.033 |
0.050 |
0.055 |
5 and Marine 4 |
0.32 |
0.55 |
0.026 |
0.060 |
0.082 |
0.033 |
0.050 |
0.055 |
6 |
0.32 |
0.55 |
0.026 |
0.045 |
0.060 |
0.033 |
0.050 |
0.055 |
7 and 8 |
0.32 |
0.55 |
0.026 |
0.045 |
0.057 |
0.028 |
0.050 |
0.055 |
a. Nonfenestration U-factors shall be obtained from measurement, calculation or an approved source.
b. When more than half the insulation is on the interior, the mass wall U-factors shall be a maximum of 0.17 in Climate Zone 1, 0.14 in Climate Zone 2, 0.12 in Climate Zone 3, 0.057 in Climate Zone 4 except Marine, 0.065 in Climate Zone 5 and Marine 4, and 0.057 in Climate Zones 6 through 8.
c. Basement wall U-factor of 0.360 in warm-humid locations as defined by Figure R301.1 and Table R301.1.
Section R402.2.4 Access hatches and doors.
Section R402.2.4 - Revise the Exception to read as follows:
Exception: Vertical doors that provide access from conditioned to unconditioned spaces shall be permitted to meet the fenestration requirements of Table R402.1.2 based on the applicable climate zone specified in Chapter R3.
Section R402.2.8 Floors.
Section R402.2.8 - Revise the Exception to read as follows:
Exception: The floor framing-cavity insulation shall be permitted to be in contact with the topside of sheathing or continuous insulation installed on the bottom side of floor framing where combined with insulation that meets or exceeds the minimum wood frame wall R-value in Table R402.1.2 and that extends from the bottom to the top of all perimeter floor framing members.
Section R402.2.11 Crawl Space Walls.
Section R402.2.11 - Revise the third sentence of Section R402.2.11 to read as follows:
Exposed earth in unvented crawl space foundations shall be covered with a continuous Class I vapor retarder in accordance with the New York City Building Code, as applicable.
Section R402.3 Fenestration (Prescriptive).
Section R402.3 - Revise Section R402.3 to read as follows:
R402.3 Fenestration (Prescriptive). In addition to the requirements of Section R402, fenestration shall comply with Sections R402.3.1 through R402.3.5.
Section R402.4.2 Fireplaces.
Section R402.4.2 - Revise the second paragraph of Section R402.4.2 to read as follows:
New wood-burning fireplaces that are designed to allow an open burn and new wood-burning fireplace units that are designed to allow an open burn shall be provided with a source of outdoor combustion air as required by the fireplace construction provisions of the New York City Building Code, as applicable.
Section R402.4.4 Rooms containing fuel-burning appliances.
Section R402.4.4 - Revise Item 2 under Exceptions to read as follows:
2. Fireplaces and stoves complying with Section R402.4.2 and Chapter 9 of the New York City Mechanical Code.
Section R402.5 Maximum fenestration U-factor and SHGC (Mandatory).
Section R402.5 - Revise Section R402.5 to read as follows:
R402.5 Maximum fenestration U-factor and SHGC (Mandatory). The area-weighted average maximum fenestration U-factor permitted using tradeoffs from Section R402.1.5 or R405 shall be 0.40 for vertical fenestration, and 0.75 for skylights.
Section R403.3.2 Sealing (Mandatory).
Section R403.3.2 - Revise Section R403.3.2 to read as follows:
R403.3.2 Sealing (Mandatory). Ducts, air handlers and filter boxes shall be sealed. Joints and seams shall comply with the New York City Mechanical Code, as applicable.
Exceptions:
1. Air-impermeable spray foam products shall be permitted to be applied without additional joint seals.
2. For ducts having a static pressure classification of less than 2 inches of water column (500 Pa), additional closure systems shall not be required for continuously welded joints and seams, and locking-type joints and seams of other than the snap-lock and button-lock types.
Section R403.6 Mechanical Ventilation (Mandatory).
Section R403.6 - Revise the first sentence of Section R403.6 to read as follows:
The building shall be provided with ventilation that meets the requirements of the New York City Mechanical Code, as applicable, or with other approved means of ventilation.
Section R403.8 Systems serving multiple dwelling units (Mandatory).
Section R403.8 - Revise Section R403.8 to read as follows:
R403.8 Systems serving multiple dwelling units (Mandatory). Systems serving multiple dwelling units shall comply with Sections C403 and C404 of this code in lieu of Section R403.
SECTION R404
ELECTRICAL POWER AND LIGHTING SYSTEMS
Section R404.2 Electrical energy consumption.
Section R404.2 - Add a new Section R404.2 to read as follows:
R404.2 Electrical energy consumption (Mandatory). In all buildings having individual dwelling units, provisions shall be made to determine the electrical energy consumed by each unit by separately metering individual dwelling units.
SECTION R406
ENERGY RATING INDEX
COMPLIANCE ALTERNATIVE
Section R406.2 Mandatory requirements.
Section R406.2 Mandatory requirements - Revise the second sentence of Section R406.2 to read as follows:
The building thermal envelope shall be greater than or equal to levels of efficiency and Solar Heat Gain Coefficient in Table 402.1.1 or 402.1.3 of the 2011 New York City Energy Conservation Code.
CHAPTER R5
EXISTING BUILDINGS
SECTION R501
GENERAL
Section R501.4 Compliance.
Section R501.4 - Delete Section R501.4 in its entirety and replace with a new Section R501.4 to read as follows:
R501.4 Compliance. Alterations, repairs, additions and changes of occupancy to, or relocation of, existing buildings and structures shall comply with (i) all applicable provisions of this code, (ii) the provisions for alterations, repairs, additions and changes of occupancy or relocation, respectively, in the New York City Construction Codes, (iii) the New York City Fire Code, and (iv) the New York City Electrical Code.
Section R501.6 Historic Buildings.
Section R501.6 - Revise Section R501.6 to read as follows:
R501.6 Historic Buildings. No provisions of this code relating to the construction, repair, alteration, restoration, and change of occupancy shall be mandatory for historic buildings.
SECTION R502
ADDITIONS
Section R502.1.1.1 Building Envelope.
Section R502.1.1.1 - Revise the Exception under Section R502.1.1.1 to read as follows:
Exception: Where nonconditioned space is changed to conditioned space, the building envelope of the addition shall comply where the UA, as determined in Section R402.1.5, of the existing building and the addition, and any alterations that are part of the project, is less than or equal to UA generated for the existing building.
SECTION R503
ALTERATIONS
Section R503.1.1 Building Envelope.
Section R503.1.1 - Delete Section R503.1.1 in its entirety and replace with a new Section R503.1.1 to read as follows:
R503.1.1 Building envelope. Building envelope assemblies that are part of the alteration shall comply with Section R402.1.2 or R402.1.4, Sections R402.2.1 through R402.2.13, R402.3.1, R402.3.2, R402.4.3 and R402.4.5.
Section R503.1.4 Lighting
Section R503.1.4 - Revise the Exception under Section R503.1.4 to read as follows:
Exception: Alterations that replace less than 20 percent of the luminaires in a space, provided that such alterations do not increase the installed interior lighting power.
CHAPTER R6
REFERENCED STANDARDS
Chapter R6 - Delete Chapter R6 in its entirety and replace with a new chapter R6 to read as follows:
CHAPTER R6
REFERENCED STANDARDS
This chapter lists the standards that are referenced in various sections of the residential provisions of this code. The standards are listed herein by the promulgating agency of the standard, the standard identification, the effective date and title, and the section or sections of this document that reference the standard. The application of the referenced standards shall be as specified in Section 106. Refer to the rules of the department for any subsequent additions, modifications or deletions that may have been made to the referenced standards set forth herein in accordance with Section 28-103.19 of the Administrative Code.
AAMA |
American Architectural Manufacturers Association 1827 Walden Office Square Suite 550 Schaumburg, IL 60173-4268 |
|
Standard reference number |
Title |
Referenced in code section number |
AAMA/WDMA/CSA 101/I.S.2/A C440-11 |
North American Fenestration Standard/Specifications for Windows, Doors and Unit Skylights |
R402.4.3 |
ACCA |
Air Conditioning Contractors of America 2800 Shirlington Road, Suite 300 Arlington, VA 22206 |
|
Standard reference number |
Title |
Referenced in code section number |
Manual J-2011 |
Residential Load Calculation Eighth Edition |
R403.7 |
Manual S-13 |
Residential Equipment Selection |
R403.7 |
ANSIAmerican National Standards Institute 25 West 43rd Street Fourth Floor New York, NY 10036 |
|
|
Standard reference number |
Title |
Referenced in code section number |
Z-65-96 |
Method for Measuring Floor Area in Office Buildings |
R402.4.1.2, R402.4.1.3 |
ANSI/DASMA 105-92(R2004)-13 |
Test Method for Thermal Transmittance and Air Infiltration of Garage Doors |
R303.1.3 |
APSP |
The Association of Pool and Spa Professionals 2111 Eisenhower Avenue Alexandria, VA 22314 |
|
Standard reference number |
Title |
Referenced in code section number |
APSP 14-11 |
American National Standard for Portable Electric Spa Energy Efficiency |
R403.11 |
APSP 15a-2013 |
American National Standard for Residential Swimming Pool and Spa Energy Efficiency |
R403.12 |
ASHRAE |
American Society of Heating, Refrigerating and Air-Conditioning Engineers, Inc. 1791 Tullie Circle, NE Atlanta, GA 30329-2305 |
|
Standard reference number |
Title |
Referenced in code section number |
ASHRAE-2001 |
ASHRAE Handbook of Fundamentals-2001 |
R402.1.5, Table R405.5.2(1) |
ASHRAE-2013 |
ASHRAE Handbook of Fundamentals-2013 |
R402.1.5, Table R405.5.2(1) |
ASHRAE 193-2010 |
Method of Test for Determining the Airtightness of HVAC Equipment |
R403.3.2.1 |
ASTM |
ASTM International 100 Barr Harbor Drive West Conshohocken, PA 19428-2859 |
|
Standard reference number |
Title |
Referenced in code section number |
C 1363-11 |
Standard Test Method for Thermal Performance of Building Materials and Envelope Assemblies by Means of a Hot Box Apparatus |
R303.1.4.1 |
E 283-04 |
Test Method for Determining the Rate of Air Leakage Through Exterior Windows, Curtain Walls and Doors Under Specified Pressure Differences Across the Specimen |
R202, R402.4.5 |
E 779-10 |
Standard Test Method for Determining Air Leakage Rate by Fan Pressurization |
R402.4.1.2,R402.4.1.3 |
E 1827-11 |
Standard Test Methods for Determining Airtightness of Building Using an Orifice Blower Door |
R402.4.1.2 |
E 2178-13 |
Standard Test Method for Air Permeance of Building Materials |
R202 |
CSA |
CSA Group 8501 East Pleasant Valley Cleveland, OH 44131-5575 |
|
Standard reference number |
Title |
Referenced in code section number |
AAMA/WDMA/CSA 101/I.S.2/A440-11 |
North American Fenestration Standard/Specification for Windows, Doors and Unit Skylights |
R402.4.3 |
CSA B55.1-2012 |
Test Method for measuring efficiency and pressure loss of drain water heat recovery units |
R403.5.4 |
CSA B55.2-2012 |
Drain water heat recover units |
R403.5.4 |
DASMA |
Door and Access Systems Manufacturers Association 1300 Sumner Avenue Cleveland, OH 44115-2851 |
|
Standard reference number |
Title |
Referenced in code section number |
105-92(R2004)-13 |
Test Method for Thermal Transmittance and Air Infiltration of Garage Doors |
R303.1.3 |
DOE |
U.S. Department of Energy c/o Superintendent of Documents U.S. Government Printing Office Washington, DC 20402-9325 |
|
Standard reference number |
Title |
Referenced in code section number |
(Current Edition) |
State Energy Price and Expenditure Report |
R405.3 |
ICC |
International Code Council, Inc. 500 New Jersey Avenue, NW 6th Floor Washington, DC 20001 |
|
Standard reference number |
Title |
Referenced in code section number |
ICC 400-12 |
Standard on the Design and Construction of Log Structures® |
Table R402.4.1.1 |
IECC-06 |
2006 International Energy Conservation Code® |
R202, R406.3.1 |
IEEE |
The Institute of Electrical and Electronic Engineers, Inc. 3 Park Avenue New York, NY 1016-5997 |
|
Standard reference number |
Title |
Referenced in code section number |
515.1-2012 |
IEEE Standard for the Testing, Design, Installation, and Maintenance of Electrical Resistance Trace Heating for Commercial Applications |
R403.5.1.2 |
NFRCNational Fenestration Rating Council, Inc. 6305 Ivy Lane, Suite 140 Greenbelt, MD 20770 |
|
|
Standard reference number |
Title |
Referenced in code section number |
100-2009 |
Procedure for Determining Fenestration Products U-factors-Second Edition |
R303.1.3 |
200-2009 |
Procedure for Determining Fenestration Product Solar Heat Gain Coefficients and Visible Transmittance at Normal Incidence-Second Edition |
R303.1.3 |
400-2009 |
Procedure for Determining Fenestration Product Air Leakage-Second Edition |
R402.4.3 |
NYC |
New York City Department of Buildings 280 Broadway New York, NY 10007 |
|
Standard reference number |
Title |
Referenced in code section number |
NYCAC-14 |
New York City Administrative Code |
101.1, 101.5.2.2, 101.5.2.3, 102.1, 103.1, 103.2.1, 103.3, 104.1, 104.1.1, 105.1, R202 |
NYCBC-14 |
New York City Building Code |
101.2.1, 103.2.1, R202, R303.2, R402.1.1, R402.2.11, R402.4.2 |
NYCCC-14 |
New York City Construction Codes |
102.1, 103.1, 104.2.3, R201.3, R501.4 |
NYCECC-11 |
New York City Energy Conservation Code |
R406.2 |
NYCEC-11 |
New York City Electrical Code |
R201.3, R501.4 |
NYCFC-14 |
New York City Fire Code |
R201.3, R501.4, RB103.3 |
NYCMC-14 |
New York City Mechanical Code |
R402.4.4, R403.3.2, R403.6 |
NYS |
New York Department of State One Commerce Plaza, 99 Washington Ave Albany, NY 12231-0001 |
|
Standard reference number |
Title |
Referenced in code section number |
BCNYS-10 |
Building Code of New York State |
R202 |
ECCCNYS- 16 |
New York State Energy Conservation Construction Code |
CH1 (Intro Statement), 101.1.1, 101.2.2, 101.3, C202 |
UL |
UL LLC 333 Pfingsten Road Northbrook, IL 60062 |
|
Standard reference number |
Title |
Referenced in code section number |
127-11 |
Standard for Factory Built Fireplaces |
R402.4.2 |
515-11 |
Electrical Resistance Heat Tracing for Commercial and Industrial Applications including revisions through November 30, 2011 |
R403.5.1.2 |
907-10 |
Standard for Fireplace Accessories |
R402.4.2 |
US-FTC |
United States-Federal Trade Commission 600 Pennsylvania Avenue NW Washington, DC 20580 |
|
Standard reference number |
Title |
Referenced in code section number |
CFR Title 16 (May 31, 2005) |
R-value Rule |
R303.1.4 |
WDMA |
Window and Door Manufacturers Association 2025 M Street, NW Suite 800 Washington, DC 20036-3309 |
|
Standard reference number |
Title |
Referenced in code section number |
AAMA/WDMA/CSA 101/I.S.2/A440-11 |
North American Fenestration Standard/Specification for Windows, Doors and Unit Skylights |
R402.4.3 |
APPENDIX RB
SOLAR-READY PROVISIONS- DETATCHED ONE- AND TWO-FAMILY DWELLINGS, MULTIPLE SINGLE-FAMILY DWELLINGS (TOWNHOUSES)
Appendix RB - Revise the first sentence in Appendix RB to read as follows:
(The provisions contained in this appendix are mandatory.)
Section RB103.1 General.
Section RB103.1 - Revise Item 2 under the Exceptions to read as follows:
2. A building with a solar-ready zone that is shaded for more than 50 percent of daylight hours annually.
Section RB103.3 Solar-ready zone area.
Section RB103.3 - Revise Section RB103.3 to read as follows:
RB103.3 Solar-ready zone area. The total solar-ready zone area shall be not less than 200 square feet (18.5 m2) exclusive of mandatory access or set back areas as required by the New York City Fire Code. New multiple single-family dwellings (townhouses) three stories or less in height above grade plane and with a total floor area less than or equal to 2,000 square feet (185.8 m2) per dwelling shall have a solar-ready zone area of not less than 100 square feet (9.32 m2). The solar-ready zone shall be composed of areas not less than 5 feet (1524 mm) in width and not less than 80 square feet (7.44 m2) exclusive of access or set back areas as required by the New York City Fire Code.
§ 4. Section 28-1001.3 of the administrative code of the city of New York, as added by local law number 85 for the year 2009, is amended to read as follows:
§28-1001.3.1 Periodic update. The commissioner shall submit to the city council proposed amendments that he or she determines should be made to this code to bring it up to date with or exceed the latest edition of the energy conservation construction code of New York state. The commissioner shall, at a minimum, submit such proposed amendments (i) following any revision of the energy conservation construction code of New York state that establishes more stringent requirements than those imposed by this code and (ii) no later than the end of the third year after the effective date of this section and every third year thereafter. Prior to such submission, such proposed amendments shall be submitted to an advisory committee established by the commissioner pursuant to section [28-1003.2] 28-1001.3.2 for review and comment.
§ 5. This local law takes effect October 3, 2016, and applies to applications filed on and after such effective date except that the commissioner of buildings may promulgate rules or take other actions for the implementation of such provisions prior to such effective date.