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Ordinance amending and supplementing the Pittsburgh Code, Title Nine: Zoning Code, Article VI: Development Standards, Chapter 914: Parking, Loading, and Access by adding a new section 914.09.J: Parking Access for Single-Unit Attached Residential Uses to require rear or side access to off-street parking spaces for single-family attached dwellings.
(Public Hearing held 4/21/2021)
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WHEREAS, the City of Pittsburgh recognizes that the growing number of curb cuts being installed along sidewalks can negatively impact safety and quality of life for residents and visitors in our neighborhoods; and,
WHEREAS, the City wishes to require rear or side access to integral garages and parking spaces for single-family attached dwellings where possible; and,
WHEREAS, in instances where front access to off-street parking spaces is the only option, developers of single-family attached dwellings will be encouraged to install a single shared driveway with 1 curb cut; and,
WHEREAS, these proposed changes to the Zoning Code will reduce the number of curb cuts along neighborhood sidewalks, improve safety for pedestrians, individuals with disabilities, and other users of our streets and sidewalks, limit the removal of on-street parking spaces, and maintain the historic character of our neighborhoods.
The Council of the City of Pittsburgh hereby enacts as follows:
Section 1. The Pittsburgh Code, Title Nine: Zoning Code, Article VI: Development Standards, Chapter 914: Parking, Loading, and Access, Section 914.09 Parking Area Location and Design is hereby amended as follows:
914.09. - Parking Area Location and Design.
The location, design and improvement standards of this section shall apply to all off-street parking areas containing five (5) or more parking spaces, except that 914.09.J shall apply to the location of parking access for Single-Unit Attached Residential Uses.
914.09.A General Design Principles
914.09.A.1 Location
Off-street parking areas shall be located so as to minimize their adverse impact on the visual environment. To the maximum extent possible, off-street parking areas shall not be visible from a public street, and in no case shall a surface parking lot in NDI, LNC or UNC zoning district be located within ten (10) feet of the street right-of-way.
914.09.A.2 Layout
There shall be safe, adequate, and convenient arrangement of pedestrian pathways, bikeways, roads, driveways, and offstreet parking and loading spaces within off-street parking areas. Streets, pedestrian walks, parking areas, and open space shall be designed as integral parts of an overall site design which shall be properly related to existing and proposed buildings, adjacent uses and landscaped areas.
914.09.A.3 Appearance
The materials used in the design of paving, lighting fixtures, retaining walls, fences, curbs and benches shall be of good appearance, easily maintained and indicative of their function.
914.09.A.4 Maintenance
Parking lots shall be maintained in a safe operating condition so as not to create a hazard or nuisance.
914.09.B Surfacing
Areas used for off-street parking, circulation or vehicle display shall be surfaced with asphalt, concrete, masonry, hard packed slag, or other solid paving materials with sufficient strength to support the vehicle loads imposed, provided that the Zoning Administrator shall be authorized to approve parking areas that are not hard-surfaced when four (4) or fewer parking spaces are involved. All off-street parking and other vehicle circulation areas shall be continuously maintained and designed to preclude free flow of stormwater onto adjacent lots, properties, or public streets or ways.
914.09.C Wheel Stops
Wheel stops or curbing shall be installed to protect walls, poles, structures, pedestrian walkways or landscaped areas. Wheel stops should be placed within two (2) to three (3) feet from the end of parking spaces.
914.09.D Landscaping and Screening
Off-street parking, loading and vehicle display areas shall be landscaped and screened from view in accordance with the Landscaping and Screening Standards of Chapter 918.
914.09.E Lighting
Lighting shall be arranged and designed so that no source of light is directed toward any lots used or zoned for residential use. Lighting shall be designed to shield public streets and all other adjacent lands from distracting glare, or hazardous interference of any kind. Vehicular use areas shall not be lighted at any time other than the hours of operation of the use that the parking is intended to serve, except for necessary security lighting.
914.09.F Parking Area Access
Access to parking garages and parking areas containing more than five (5) spaces shall be designed to ensure that entering and exiting vehicles do not disrupt vehicle and pedestrian circulation patterns. At a minimum, all garage doors, ticket machines or entrance gates shall be located so as to allow a minimum of twenty (20) feet clearance from sidewalks and street rights-of-way. Driveways serving such parking areas shall be located at least sixty (60) feet from intersecting street rights-of-way, and joint access to abutting parcels shall be provided wherever practical.
914.09.G Parking Structure Design
914.09.G.1 Screening of Vehicles
Parked vehicles shall be screened from view of adjacent streets and residential zoning districts to the maximum extent feasible.
914.09.G.2 Ground-Floor Uses
(a)For parking structures greater than one hundred fifty (150) feet in length that are adjacent to store-front commercial uses, active uses shall be located along a minimum of fifty (50) percent of the length of the street-side, street-level perimeter. For the purposes of this Section, active uses shall include commercial, residential, and accessory uses and activities that typically have user-occupied areas that are expressed through building fenestration and articulation.
(b)Within the RIV District, any ground-level structured parking that has primary frontage along the riverfront or along a street or publicly accessible pedestrian easement shall be screened architecturally or be screened according to the provisions of Section 918.03.B.
914.09.G.3 Building Lines
Parking structures shall present a horizontal rather than sloped building line on visible facades.
914.09.G.4 Parking for Persons with Disabilities, Ground Floor Vehicle Entrances
Parking structures containing more than one (1) floor shall provide a minimum of nine (9) feet six (6) inches of vertical clearance on the ground floor between all spaces and vehicle access routes to site entrance(s) and exit(s). Signage and other objects may not project into this clearance. Van accessible reserved spaces may be placed on this level in accordance with the requirements of Section 914.06.
914.09.H Parking Stall Dimensional Standards
The following minimum dimensional standards shall apply to all off-street parking areas.
914.09.H.1 Standard-Size Parking Stalls
A minimum of sixty (60) percent of required off-street parking spaces shall be standard-size spaces, designed in accordance the following minimum dimensional standards. All dimensions are measured in feet.
A = angle of parking |
90° |
80° |
75° |
70° |
65° |
60° |
55° |
50° |
45° |
W = width of stall parallel to aisle |
8.50 |
8.63 |
8.80 |
9.05 |
9.38 |
9.81 |
10.38 |
11.10 |
12.02 |
W 1 = width of stall perpendicular to stall |
8.50 |
8.50 |
8.50 |
8.50 |
8.50 |
8.50 |
8.50 |
8.50 |
8.50 |
Y = stall length offset |
0.00 |
1.50 |
2.28 |
3.09 |
3.96 |
4.91 |
5.95 |
7.13 |
8.50 |
X = stall line length |
19.00 |
20.50 |
21.28 |
22.09 |
22.96 |
23.91 |
24.95 |
26.13 |
27.50 |
L = stall depth perpendicular to wall |
19.00 |
20.19 |
20.55 |
20.76 |
20.81 |
20.70 |
20.44 |
20.02 |
19.45 |
L 1 = stall length |
19.00 |
19.00 |
19.00 |
19.00 |
19.00 |
19.00 |
19.00 |
19.00 |
19.00 |
AW = aisle width |
24.00 |
21.00 |
19.75 |
18.50 |
17.25 |
16.00 |
14.75 |
13.50 |
12.25 |
IL = stall depth |
19.00 |
19.45 |
19.45 |
19.31 |
19.02 |
18.58 |
18.00 |
17.29 |
16.44 |
BW = module, wall to wall |
62.00 |
61.37 |
30.86 |
60.02 |
58.87 |
57.41 |
55.63 |
53.54 |
51.15 |
BWI = module, wall to interlock |
62.00 |
60.64 |
59.76 |
58.57 |
57.08 |
55.28 |
53.19 |
50.81 |
48.14 |
BI = module, interlocking |
62.00 |
59.90 |
58.66 |
57.12 |
55.28 |
53.16 |
50.75 |
48.07 |
45.13 |
BIC = module, interlock to curb face |
59.50 |
58.14 |
57.26 |
56.07 |
54.78 |
52.98 |
50.89 |
48.81 |
46.14 |
I = bumper overhang |
2.50 |
2.50 |
2.50 |
2.50 |
2.00 |
2.00 |
2.00 |
2.00 |
2.00 |
J = offset |
0.00 |
0.26 |
0.59 |
1.06 |
1.68 |
2.45 |
3.41 |
4.58 |
6.01 |
K = setback |
0.00 |
3.30 |
4.92 |
6.50 |
8.03 |
9.50 |
10.09 |
12.21 |
13.44 |
B = cross aisle, one-way |
16.00 |
16.00 |
16.00 |
16.00 |
16.00 |
16.00 |
16.00 |
16.00 |
16.00 |
B1 = cross aisle, two-way |
24.00 |
24.00 |
24.00 |
24.00 |
24.00 |
24.00 |
24.00 |
24.00 |
24.00 |
HYPERLINK 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Standard Size Parking Stalls
914.09.H.2 Compact-Size Parking Stalls
Up to forty (40) percent of required off-street parking spaces may be compact-size spaces, which shall be designed in accordance the following minimum dimensional standards. Compact-size spaces shall be clearly identified by pavement markings. All dimensions are measured in feet.
A = angle of parking 90° 80° 75° 70° 65° 60° 55° 50° 45° |
|
|
|
|
|
|
|
|
|
W = width of stall parallel to aisle |
7.75 |
7.87 |
8.02 |
8.25 |
8.55 |
8.95 |
9.46 |
10.12 |
10.95 |
W 1 = width of stall perpendicular to stall |
7.75 |
7.75 |
7.75 |
7.75 |
7.75 |
7.75 |
7.75 |
7.75 |
7.75 |
Y = stall length offset |
0.00 |
1.37 |
2.08 |
2.82 |
3.61 |
4.47 |
5.43 |
6.50 |
7.75 |
X = stall line length |
16.50 |
17.87 |
18.58 |
19.32 |
20.11 |
20.97 |
21.93 |
23.00 |
24.25 |
L = stall depth perpendicular to wall |
16.50 |
17.60 |
17.94 |
18.16 |
18.23 |
18.16 |
17.96 |
17.62 |
17.15 |
L 1 = stall length |
16.50 |
16.50 |
16.50 |
16.50 |
16.50 |
16.50 |
16.50 |
16.50 |
16.50 |
AW = aisle width |
20.00 |
17.50 |
16.64 |
15.78 |
14.92 |
14.06 |
13.20 |
12.34 |
11.48 |
IL = stall depth |
16.50 |
16.92 |
16.94 |
16.83 |
16.59 |
16.23 |
15.74 |
15.13 |
14.41 |
BW = module, wall to wall |
53.00 |
52.69 |
52.53 |
52.09 |
51.38 |
50.39 |
49.12 |
47.58 |
45.77 |
BWI = module, wall to interlock |
53.00 |
52.02 |
51.52 |
50.77 |
49.74 |
48.45 |
46.90 |
45.09 |
43.03 |
BI = module, interlocking |
53.00 |
51.34 |
50.52 |
49.44 |
48.10 |
46.51 |
44.68 |
42.60 |
40.29 |
BIC = module, interlock to curb face |
50.50 |
49.52 |
49.02 |
48.27 |
47.44 |
46.15 |
44.60 |
43.09 |
41.03 |
I = bumper overhang |
2.50 |
2.50 |
2.50 |
2.50 |
2.30 |
2.30 |
2.30 |
2.00 |
2.00 |
J = offset |
0.00 |
0.24 |
0.54 |
0.96 |
1.53 |
2.24 |
3.11 |
4.18 |
5.48 |
K = setback |
0.00 |
2.87 |
4.27 |
5.64 |
6.97 |
8.25 |
9.46 |
10.61 |
11.67 |
B = cross aisle, one-way |
12.00 |
12.00 |
12.00 |
12.00 |
12.00 |
12.00 |
12.00 |
12.00 |
12.00 |
B1 = cross aisle, two-way |
20.00 |
20.00 |
20.00 |
20.00 |
20.00 |
20.00 |
20.00 |
20.00 |
20.00 |
914.09.I Stripes and Markings
Parking stalls shall be delineated by double-striping, in accordance with the following general design guidelines and rules established and made available to the public by the Transportation Planner.
HYPERLINK 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)
Stripes and Markings
914.09.J Parking Access for Single-Unit Attached Residential Uses
914.09.J.1. Single-Unit Attached Residential Uses Curb Cut Standards
(a) Garages and parking spaces must be accessed from the rear yard, if rear yard access is available. Corner lots, with or without rear access, may alternatively access garages and parking spaces from the exterior side yard.
(b) In cases where front-loaded garage design is the remaining option, shared driveways with one (1) curb cut are encouraged.