General Provisions
For lots with three (3) frontages there shall be a side yard line and no rear yard line. |
Distance | L.S. Height | Cutoff Angle |
|---|---|---|
20 | 24 | 39.81 |
25 | 24 | 46.17 |
30 | 24 | 51.34 |
35 | 24 | 55.56 |
40 | 24 | 59.04 |
45 | 24 | 61.93 |
50 | 24 | 64.36 |
When the light standard height is constant, the cutoff angle may be calculated as follows: | |
|---|---|
Θ = Tan-I (Distance/Pole Height) | |
Where Θ = Cutoff Angle |
Distance | L.S. Height | Cutoff Angle |
|---|---|---|
20 | 6.12 | 73 |
25 | 7.64 | 73 |
30 | 9.17 | 73 |
35 | 10.70 | 73 |
40 | 12.23 | 73 |
45 | 13.76 | 73 |
50 | 15.29 | 73 |
The applicant may also modify light standard heights to adjust for cutoff, with the seventy-three degree (73°) cutoff angle constant. The pole height in a non-residential district may be altered as follows: |
When the cutoff angle is constant, the pole height may be calculated as follows: | |
|---|---|
Pole Height = Distance/TanΘ | |
Where Θ = Cutoff Angle |
General Provisions
For lots with three (3) frontages there shall be a side yard line and no rear yard line. |
Distance | L.S. Height | Cutoff Angle |
|---|---|---|
20 | 24 | 39.81 |
25 | 24 | 46.17 |
30 | 24 | 51.34 |
35 | 24 | 55.56 |
40 | 24 | 59.04 |
45 | 24 | 61.93 |
50 | 24 | 64.36 |
When the light standard height is constant, the cutoff angle may be calculated as follows: | |
|---|---|
Θ = Tan-I (Distance/Pole Height) | |
Where Θ = Cutoff Angle |
Distance | L.S. Height | Cutoff Angle |
|---|---|---|
20 | 6.12 | 73 |
25 | 7.64 | 73 |
30 | 9.17 | 73 |
35 | 10.70 | 73 |
40 | 12.23 | 73 |
45 | 13.76 | 73 |
50 | 15.29 | 73 |
The applicant may also modify light standard heights to adjust for cutoff, with the seventy-three degree (73°) cutoff angle constant. The pole height in a non-residential district may be altered as follows: |
When the cutoff angle is constant, the pole height may be calculated as follows: | |
|---|---|
Pole Height = Distance/TanΘ | |
Where Θ = Cutoff Angle |