Relay and the surge current

Sep 28, 2006 6 Replies

Hello All,



I need to run non-repetitive high current pulses (~1kA, ~100us) through the contacts of the conventional electromagnetic relay.



How can I estimate the safe limit (t*I^2 or something else) for the relay contacts?



The contacts are closed during the surge. No switching at that time.



In the datasheets for the relays, they always provide only the maximum current limited by arching when switching.



Can we suggest that a relay rated at 10A, 220V will sustain eventual pulses of 1kA x 100us ?



Any ideas?



Vladimir Vassilevsky



DSP and Mixed Signal Design Consultant



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When such high currents flow in two conductors 1-2 mm from each other, this will cause a force between the flexible contacts in an ordinary relay. Have you checked that this force does not cause significant bending of the flexible contact armature, which could cause movement at the contact point, which could cause large variations in the contact resistance.

Paul

It's the surface contact area that is important. You have to know what the current density is. If it's high enough, it will melt the contact metals at the contact points. If this fused area is large enough, the contacts may not separate when you want them to.

Al

try it ? Are these real pulses, or some Transient theory ? Measure the contact resistance (eg 5mOhms)

1kA -> 5V -> 5KW, 100us -> 0.5J - then you need to choose what fraction of a gm of metal that energy is heating, and use the specific heat, to figure how hot that might get. That's then just an indicator.

-jg

Paul Ke >

Thank you for the >

It seems logical that the size of the fused area and the mechanical strength of the contacts are related to the nominal current rating of the relay. So there should be some kind of a rule of how much t*I^2 the relay can stand depending on the nominal current rating. Do you know of such a rule?

Vladimir Vassilevsky

DSP and Mixed Signal Design Consultant

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My guess is that the force for a typical relay contact might be about

0.1 N, so it does not rip the contacts apart. With the power off, try to push the relay contacts with a pencil etc., it does not require much force to slightly bend the contacts.

Paul

The simple estimate shows that the acting force should be at least at the order of several kg to produce any noticeable excursion in the 100us of time.

VLV

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