This one might get the old grey matter going!
400A supply 260m run on ladder fed from BS88 fuses to sub main distribution board.
Did a cable calc using our Trimble software (was Amtech) and looked at the option of using an integral earth or a separate earth so I could use a conventional 4c armoured instead of a 5c. The programme was happy with an integral earth but threw the calc out when I specified a separate earth even though the conductor size was the same.
I raised this with Trimble / Amtech and below is the response I got back.. prepare yourselves....
For guidance please review the detail below as to why the option to suppliment with a sep. CPC becomes an issue.
When consider using both the circuit armour that is also supplemented with an external\separate CPC.
Generic information:
The issue you raised is likely to relates to the changes in both IET Amd 3 (2015 July) Regs which as well as including introduction of ‘Voltage Derating Cmin factor’ of 0.95 for MaxZs calculation & the changes to the calculation for cable Armouring, parallel armours & supplemented by separate CPC conductor as CENELEC requirements TR50480 & IEC60909 having being incorporated for 2015 (See details below).
………………………………………………
Amendment 3 change includes: Typically *CPC in parallel with swa
The armour resistance is multiplied by 1.1, paralleled with the separate cpc resistance and a reactive impedance of 0.4 milliohms/m added.
In all calculations for the separate cpc with SWA cables, the cpc has the reactive impedance value of 0.4 mΩ/m added.
………………………………………………….
Below is a generic calculation the conclusion is that the introduction of IET Amendment 3 Regulations with its changes previously detail means
that introduction of the reactive impedance for separate CPC will mean that in certain design case this is no longer a solution to aid earth fault disconnection.
Example Calculation
Cable: 90oC, 4 core, SWA, 150mm2, 160m, 3 in parallel.
CPC: 300mm2 90oC single core unarmoured.
Armour Only as CPC
Tabulated armour impedance at 90oC = 0.8636 mΩ/m
GN6 and TR50480 state a factor of 1.1 to be applied to the armour resistance
Factored Armour resistance = 1.1 x 0.8636 = 0.94996 mΩ/m
GN6 and TR50480 also state a reactance of 0.3 mΩ/m to be added to the armour resistance.
Armour impedance = [0.94996 + j0.3] mΩ/m
For a circuit length of 160m impedance = 160 x [0.94996 + j0.3] = [0.1519936 + j0.048] Ω
For 3 in parallel = [0.1519936 + j0.048]/3 = [0.0506645 + j0.016] Ω = 0.05313 Ω
Armour + Separate CPC
Separate CPC impedance = [0.0775 + j0.125] mΩ/m
For a circuit length of 160m impedance = 160 x [0.0775 + j0.125] = [0.0124 + j0.02] Ω
This now has to be paralleled with the armour impedance (3 armours in parallel)
[0.0506645 + j0.016] in parallel with [0.0124 + j0.02] = [0.0119587 + j0.0123869] Ω
TR50480 now states that a reactive impedance of 0.4 mΩ/m is used. this replaces the thus far calculated
reactance
For a circuit length of 160m, reactance = 160 x 0.0004 = 0.064 Ω
Total Z2 = [0.0119587 + j0.064] Ω = 0.065108 Ω
400A supply 260m run on ladder fed from BS88 fuses to sub main distribution board.
Did a cable calc using our Trimble software (was Amtech) and looked at the option of using an integral earth or a separate earth so I could use a conventional 4c armoured instead of a 5c. The programme was happy with an integral earth but threw the calc out when I specified a separate earth even though the conductor size was the same.
I raised this with Trimble / Amtech and below is the response I got back.. prepare yourselves....
For guidance please review the detail below as to why the option to suppliment with a sep. CPC becomes an issue.
When consider using both the circuit armour that is also supplemented with an external\separate CPC.
Generic information:
The issue you raised is likely to relates to the changes in both IET Amd 3 (2015 July) Regs which as well as including introduction of ‘Voltage Derating Cmin factor’ of 0.95 for MaxZs calculation & the changes to the calculation for cable Armouring, parallel armours & supplemented by separate CPC conductor as CENELEC requirements TR50480 & IEC60909 having being incorporated for 2015 (See details below).
………………………………………………
Amendment 3 change includes: Typically *CPC in parallel with swa
The armour resistance is multiplied by 1.1, paralleled with the separate cpc resistance and a reactive impedance of 0.4 milliohms/m added.
In all calculations for the separate cpc with SWA cables, the cpc has the reactive impedance value of 0.4 mΩ/m added.
………………………………………………….
Below is a generic calculation the conclusion is that the introduction of IET Amendment 3 Regulations with its changes previously detail means
that introduction of the reactive impedance for separate CPC will mean that in certain design case this is no longer a solution to aid earth fault disconnection.
Example Calculation
Cable: 90oC, 4 core, SWA, 150mm2, 160m, 3 in parallel.
CPC: 300mm2 90oC single core unarmoured.
Armour Only as CPC
Tabulated armour impedance at 90oC = 0.8636 mΩ/m
GN6 and TR50480 state a factor of 1.1 to be applied to the armour resistance
Factored Armour resistance = 1.1 x 0.8636 = 0.94996 mΩ/m
GN6 and TR50480 also state a reactance of 0.3 mΩ/m to be added to the armour resistance.
Armour impedance = [0.94996 + j0.3] mΩ/m
For a circuit length of 160m impedance = 160 x [0.94996 + j0.3] = [0.1519936 + j0.048] Ω
For 3 in parallel = [0.1519936 + j0.048]/3 = [0.0506645 + j0.016] Ω = 0.05313 Ω
Armour + Separate CPC
Separate CPC impedance = [0.0775 + j0.125] mΩ/m
For a circuit length of 160m impedance = 160 x [0.0775 + j0.125] = [0.0124 + j0.02] Ω
This now has to be paralleled with the armour impedance (3 armours in parallel)
[0.0506645 + j0.016] in parallel with [0.0124 + j0.02] = [0.0119587 + j0.0123869] Ω
TR50480 now states that a reactive impedance of 0.4 mΩ/m is used. this replaces the thus far calculated
reactance
For a circuit length of 160m, reactance = 160 x 0.0004 = 0.064 Ω
Total Z2 = [0.0119587 + j0.064] Ω = 0.065108 Ω