In the below extracts from another thread, it can be seen that it has been suggested that 'inductive coupling to earth' can create leakages to earth which can resultant in 'residual currents' that could trip an RCD.
As you can see below, I don't really get this, and therefore probably need some education - for the reasons I explain in the last of the below snippets. Thanks!
Kind Regards, John
As you can see below, I don't really get this, and therefore probably need some education - for the reasons I explain in the last of the below snippets. Thanks!
Kind Regards, John
endecotp said:Relevant bit from the very end of that “tech info”pdf:
RCD’s trip with an earth leakage of 30mA which is sufficiently low enough to protect against electric shock, and is the industry standard size of RCD. But what is unusual about sunbeds is that the choke (ballast) inside that supplies each lamp, by its very nature, has a natural earth leakage of around 0.75mA.. This is inherent in its design, as a copper coil surrounding a soft iron core. Hence a 40 tube sunbed can easily have a total earth leakage of 30mA, and a 50 tube sunbed almost certainly would.
JohnW2 said:I have to say that's a new one on me. Capacitive leakage to earth is straightforward enough, but I've not come across (and struggle a bit to understand) 'inductive leakage'. On the face of it, that concept would apply to any wirewound component (motor, transformer etc.) would suffer from the same issue. Can someone educate me?
ericmark said:I agree with AC capacitive and inductive linking can cause a leakage to earth even when with DC there would be no leakage ...
JohnW2 said:As I said, the 'inductive' case is a new one on me, so I need some education!
As I said, it's straightforward enough with capacitive coupling, since it is then possible for there to be a capacitive path to earth from the L of the supply - either through stray capacitance or, say, intentional filter capacitors etc. Even if (as will usually/often be the case) there is such capacitive coupling to earth from both L and N, the 'leakage current' through those paths will be much greater from the L than from the N (due to much larger pd across the capacitance), thereby leading to a net L-N current imbalance which, if large enough, will trip an RCD/RCBO.
However, in the case of the postulated 'inductive leakage', which an AC current flowing through an inductor will induce currents into any conductor within its field, I do not see how this can result in an imbalance of L-N currents in the supply to the inductor.
What am I missing?