Zs = Ze + ( R1 + R2) so you know your Ze is 0.55
so Zs = 0.55 + ( R1 + R2 ) therefore 0.55 + m/ohm/m x mf x 10mt /1000 your m/ohm/m is in table 9A of the OSG page 166 and also the same table is in your GN 3 so for 1.5/1.0 the m/ohm/m factor is 30.20
so the formula is 30.20 x 1.2 x 10/1000 which is 0. 36
Zs = 0.55 + 0.36 = 0.91
Please tell me if I am reading this right.
To calculate the Zs in the first part of the equation you use a multiplying factor of 1.2 ?
This multiplying factor is because r1+r2 are measured at 20 degrees C ?
This multiplying factor will compensate the fact the r1 + r2 was measured at 20 degrees C and make the result comparable to the tables in BS7671.
d) Determine whether the value in ↔ a ) is acceptable if the max ( Zs ) for a 10A BS-EN 60898 circuit breaker is 4.6Ω ( **** )
using the rule of thumb
0.8 x 4.6 = 3.68 so the value is acceptable
When you compare this figure to the figure stated in BS7671 which is 4.6 Ohms
you use another correction factor of .8
Why are you using two sets of correction factors?
firstly a 1.2 and then secondly a 0.8?
I thought the reason the 1.2 multiplier was used is so the results of the R1 + R2 calculation could be directly compared to the tables in BS 7671 which are measured at 70 C.
If the multiplier of 1.2 is not used then we have to use the multiplier of 0.8 applied to the tables in BS 7671 to adjust the results in the tables down to 20 C, then we can compare these tables to our measured ZS at 20 C.
I thought the 1.2 was to correct the resistance from 20 C up to 70 C.
I thought the 0.8 was to correct the resistance from 70 C down to 20 C.
I do not know why we are using both sets of multipliers, could someone please explain?
Thanks.