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Where 0.87 Ω comes fromWhere does the 0.87 ohm in Table 41.3 come from?
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Where 0.87 Ω actually comes from
Table 41.3 gives a 50 A type B breaker a maximum Zs of 0.87 Ω, so where does that number come from? It isn't arbitrary — it's calculated, and the formula is printed in the book at Reg 411.4.4 (p.73) as Zs × Ia ≤ U₀ × Cmin, and again at 411.5.4, under Table 41.5 (p.77). Rearranged, it reads:
U₀ = nominal voltage to earth, 230 V · Cmin = 0.95 · Ia = the current that operates the device in the required time
Proving the 0.87 Ω for a 50 A type B
Ia for a type B = 5 × In Ia = 5 × 50 = 250 A Zs ≤ (230 × 0.95) ÷ 250 Zs ≤ 218.5 ÷ 250 Zs ≤ 0.874 Ω Table 41.3 says 0.87 Ω. Same number.
Cmin is 0.95 and it's the minimum voltage factor, defined at 411.4.4 to take account of voltage variations; Note 1 there gives 0.95 for low voltage supplies. Don't lose sleep over where 0.95 came from — it's a given value — accept it and move on.
411.4.4 · p.73 · Zs × Ia ≤ U₀ × Cmin 411.5.4 · under Table 41.5 · p.77 411.4.4 · Note 1 · Cmin = 0.95
Ia: the current that trips the device
The book defines Ia as the current causing automatic operation of the protective device within the required disconnection time. In plain terms: how much fault current it takes to make it trip in time, which is what achieves ADS.
| Breaker type | Ia | 50 A example |
|---|---|---|
| Type B | 5 × In | 250 A |
| Type C | 10 × In | 500 A |
| Type D | 20 × In | 1000 A |
You can also read Ia straight off Appendix 3. It prints, with each set of time/current curves, a table of the currents needed for operation between 0.1 s and 5 s — those figures are the Ia values. For a type B the tabulated figure is simply five times the rating.
Appendix 3 · Figure 3A4 · time/current curves and the operating-current tables
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