Don't worry so much about the 1 or 1.5 kA breaking capacity, if it is in a Single phase CU protected by a 100A or less fuse to BS1361 type II then they have a conditional rating of 16kA as part of that type tested assembly.
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Discuss BS 3871 Time Current Characteristics ... again! in the Electrical Wiring, Theories and Regulations area at ElectriciansForums.net
Don't worry so much about the 1 or 1.5 kA breaking capacity, if it is in a Single phase CU protected by a 100A or less fuse to BS1361 type II then they have a conditional rating of 16kA as part of that type tested assembly.
Ics is the max fault current it can safely switch, and still be serviceable.
Icu or sometimes Icn is the max fault current it can safely break, but not be re-usable
I already gave you the trip curves earlier for the 0.1 -5 secs disconnection times
... so is that 0.8 x 12 = 9.6 Ohms or 9.2 Ohms? Whichever way, with a Z[SUB]e[/SUB] or according to GN3 Z[SUB]db[/SUB] as this is a sub-main of 0.19 Ohms and an R1 + R2 of 0.39 Ohms, Z[SUB]s[/SUB] for the lighting circuit is well inside at 0.58 Ohms ... safe as houses! I won't be recommending a new board yet then!
the full formula for determining max Zs for fixed curve MCBs to either BSEN 60898 or BS 3871 is
(Uo/IA)X 0.8
Uo = 230V
IA is the tripping current required to open the breaker in 0.1 - 5 secs, this is the instantaneous part of the curve and is In X the type multiplier
So if we work the first part out we have for a 5 A MCB type 1 MCB
In = 5 Amp
Type 1 multiplier is X4
230/(5X4) = 230/20 = 11.5 which is known as the tabulated value as given in the regs
now we need to multiply this by 80% to take into account of the temperature correction of the cable at 70 degrees, this then gives us the max Zs that we need to ensure that our measured result is below
so 11.5 X 0.8 = 9.2 ohms = max Zs
we normally compare to 80% of the regs tabulated max Zs, ie lower than the tables given in BS7671 when we are testing.
Thank you for your derivation ... Anthony S appears to have rounded to 12 Ohms, hence the difference between your accurate answer and his approximation. Yours has been a useful prompt which reminds me of my course lecturer running through this as one approach to deriving max Zs on my course.
If Anthony was quoting from a 15th edition document then 240V would have been used in that calculation to get that figure, I have not checked it yet
When we come to amd3 we need to further lower the Zs by a further 95% due to the new C min factor
So 68 ... age or year of birth ... ;-P
or just use 0.76 (about 3/4 of the tabulated values) in place of the 0.8 for temperature, 0.95 X 0.8 = 0.76 , this will account for both then.
Edit:unless they have already lowered them in the BYB, hmm I will have to check.
Age mate lol, I tell you what this bloody IE 11 browser is giving me grief on here, that and the lager lol
So that's where your 0.76 comes from (the missing bracket post! )
I didn't have the balls to ask at the time.
I still think it somewhat strange that you can have a formula for max Z esses.
Age mate lol, I tell you what this bloody IE 11 browser is giving me grief on here, that and the lager lol
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