I have a new Metrel tester and it has a .8 factor to apply to ZS. for the temperature adjustment for the cable heating up from ambient as a result of a fault.
I see .8 mentioned a lot elsewhere, is this .8 a rule of thumb derived from the equations of : rT= R20 {1 + A 20 (0-20)} =1.2 (inverse of .8) ?
and
ZTest (Max) = 1 / f *Zs = 1/1.2 * ZS (where 1/1.2 = .83r) almost .8?
.8 as a multiplier to de-rate the tabulated value, and .8 as a divider to be applied to inflate the measured value?
Max tabulated ZS = 1.3ohm - derated to be compared with a measured value would become a (1.3*.8) = 1.04 max measured value, anything measured higher than 1.04 is too high.
If i have a measured value of ZS and i want to convert so i can compare it to a tabulated value: -
measured value = 1.04ohms /.8 = 1.3ohms - i can then directly compare the 1.3 to the given ZS of the relevant overload device?
Is that correct please?
I realise that the 1.2 is a factor that is dependent upon the type of cable, 70 or 90.
Thanks
John
I see .8 mentioned a lot elsewhere, is this .8 a rule of thumb derived from the equations of : rT= R20 {1 + A 20 (0-20)} =1.2 (inverse of .8) ?
and
ZTest (Max) = 1 / f *Zs = 1/1.2 * ZS (where 1/1.2 = .83r) almost .8?
.8 as a multiplier to de-rate the tabulated value, and .8 as a divider to be applied to inflate the measured value?
Max tabulated ZS = 1.3ohm - derated to be compared with a measured value would become a (1.3*.8) = 1.04 max measured value, anything measured higher than 1.04 is too high.
If i have a measured value of ZS and i want to convert so i can compare it to a tabulated value: -
measured value = 1.04ohms /.8 = 1.3ohms - i can then directly compare the 1.3 to the given ZS of the relevant overload device?
Is that correct please?
I realise that the 1.2 is a factor that is dependent upon the type of cable, 70 or 90.
Thanks
John