Right....a 30mA RCD will operate @ 1 x IdeltaN (30mA) before the touch voltage of 50V is reached as long as the maximum EFLI is no more than the product of the following sum....
50/0.03 = 1667ohms maximum.
In order for it to operate instantaneously i.e @
5 x IdeltaN (150mA) the touch voltage that could be obtained would be 250V hence the value of < 230 but >400
The sum then becomes....
230/0.15 - 1533ohms maximum.
@ 30mA fault voltage would only reach 50V, @ 150mA fault voltage would reach 250V. 1x and 5x respectively.
Any good???
No, sorrry
Everything you are saying makes sense, but it still doesn't explain why it drops in that one column only.
The 5x IdeltaN doesn't make sense because that only relates to 30mA Rcds, but column 3 values change for all Rcds...30mA, 100mA, 300mA & 500mA....then change back again for column 4.
Let's take our formula:
Ra
x I delta n
= 50v .....This is one of the requirements that have to be met if RCD used for earth fault protection.
so...
Ra
= 50
/I delta n
For a 30mA RCD
Ra
= 50
/.03 = 1667 ohms
Now the figures used above remain constant throughout the 4 columns in table 41.5
i.e. touch voltage
50v, current
30mA .........coz that's the equation they have to satisfy
the only thing that changes is the resistance figure in column 3
51v to120v...............1667
121v to 230v..............1667
231v to 400v..............1533
401v & higher.............1667
So why, at this nominal voltage, does it alter?
Why does it alter back again in the next column?
And there is one more question I'd like to ask.
As our regs don't cover supply distribution, where are we likely to encounter Uo bigger than 230v (like column 3 & 4 refer to)?
Would this be on private supply systems, as opposed to public?