OP
amberleaf
Based on Learning curve only .
Ambient temperature multipliers :book:
O.S.G. Expected ambient temperature (°C) & Multiplier values to Table 11
GN-3 . Expected ambient temperature (°C) (α) to table B1
As divider values GN-3 . table B2 . 0°C to 40°C
As divider values O.S.G. table 12 . 5°C , 10°C , 15°C , 20°C , 25°C .
This is because the table is intended to be used to calculate the résistance value of a conductor when you know the temperature that it is going to operate at.
In your case here , you are going to measure the temperature of the room, and calculate the résistance of the cable back to what it would be at 20°C.
Ambient temperature multipliers to be applied to R[SUP]1[/SUP] + R[SUP]2 [/SUP]values are shown in O.S.G. table 12
Example . You have measured an R[SUP]1[/SUP] + R[SUP]2 [/SUP]value of 0.84Ω
measured ambient temperature at 25°C .. R[SUP]1[/SUP] + R[SUP]2 [/SUP] ----- temp factor = the value of résistance at 20°C .
O.S.G. Table 12 @ 25°C - 1.02 (Cƒ*)
0.84Ω ÷ 1.02 = 0.82Ω résistance of the cable at 20°C
Having corrected the measured value to what it would be at 20°C the next step is to calculate what the résistance of the cable would be at its operating temperature .
O.S.G. table 13 .
Multipliers to be applied to table 11 to calculate conductor résistance at maximum operating temperature .
This is where you use the (1.2) multiplier
The résistance of the cable at its maximum operating temperature of 70°C .. 0.82 x (1.2) = 0.98Ω
This value can now be added to the measured Ze to provide a value of Zs , Which can be compared directly to the maximum Zs values provided in Chapter 41 of BS-7671: :icon_bs:
Ambient temperature multipliers :book:
O.S.G. Expected ambient temperature (°C) & Multiplier values to Table 11
GN-3 . Expected ambient temperature (°C) (α) to table B1
As divider values GN-3 . table B2 . 0°C to 40°C
As divider values O.S.G. table 12 . 5°C , 10°C , 15°C , 20°C , 25°C .
This is because the table is intended to be used to calculate the résistance value of a conductor when you know the temperature that it is going to operate at.
In your case here , you are going to measure the temperature of the room, and calculate the résistance of the cable back to what it would be at 20°C.
Ambient temperature multipliers to be applied to R[SUP]1[/SUP] + R[SUP]2 [/SUP]values are shown in O.S.G. table 12
Example . You have measured an R[SUP]1[/SUP] + R[SUP]2 [/SUP]value of 0.84Ω
measured ambient temperature at 25°C .. R[SUP]1[/SUP] + R[SUP]2 [/SUP] ----- temp factor = the value of résistance at 20°C .
O.S.G. Table 12 @ 25°C - 1.02 (Cƒ*)
0.84Ω ÷ 1.02 = 0.82Ω résistance of the cable at 20°C
Having corrected the measured value to what it would be at 20°C the next step is to calculate what the résistance of the cable would be at its operating temperature .
O.S.G. table 13 .
Multipliers to be applied to table 11 to calculate conductor résistance at maximum operating temperature .
This is where you use the (1.2) multiplier
The résistance of the cable at its maximum operating temperature of 70°C .. 0.82 x (1.2) = 0.98Ω
This value can now be added to the measured Ze to provide a value of Zs , Which can be compared directly to the maximum Zs values provided in Chapter 41 of BS-7671: :icon_bs: