SWA plus separate cpc

While on a site last week, I noted 25mm2 4-core swa cables being installed on a ladder and for some reason, each one had a 10mm2 separate copper cpc cable tied to the swa. The furthest run is about 50m from a DB where the EFLI is 0.1 ohms.

Just as an academic exercise, I set about trying to establish the current division between the wire armour and the separate 10mm2 copper cpc using the formulae in the IET Design Guide. Factoring in the usual temperature increases, 70 for phase in the swa, 60 for the wire armour and 30 for the separate cpc, the expected impedance was 0.25 ohms with a fault current (using 230) of 1140A dividing to 672A in the wire armour and 826A in the separate cpc.

Data used; R1 at 20C = 0.73mohms, R2a at 20C = 2.1mohms and R2p at 20C  = 1.83mohms. Likely there is no real merit in the pedantic adjustment for temperature, but hey!

If someone felt sufficiently bored and had an old fag packet, would they be kind enough to check my results? Strangely, if one reduces the separate cpc to 2.5mm2 the fault current is 936A dividing to 244A in the wire armour and 727A in the 2.5mm2 separate cpc. That is counter intuitive but perhaps expresses a limitation on the formulae or, much more likely, a limitation on my understanding!

Parents
  • A handy guide, but it does not seem to be displaying the tables correctly with the sizes that are a problem in red.

    Using SWA as a CPC the guide for your reference. (gadsolutions.biz)

  • In any event, the 1.1 uplift is a strange consideration. Is it saying that the resistance of the wire armour is increased by the magnetic effect of itself? 

    That's one way of looking at it, but I think it's possibly a simplification of a more complex situation, and what we have is an approximation at experimental results?

    the correction should be to 60C and should be 1.18 rather than 1.225

    Interesting ... we're using an internal conductor temperature of flexible cables for fixed installation wiring now? The armour is inside the cable, so unless you know the thermal properties of both the filler and the sheath, we just don't know ... BUT by the same token, perhaps we ought to consider the uninsulated cpc of T&E in the same way?  ... we really don't know its temperature(even if it was a full load), so the ONLY option is to assume it's the same as the current-carrying conductors ?

    Made worse by not knowing the installation conditions, and distribution of temperature around a concentric cable ... unless the lay-up is helical with a parallel-axial wavelength suitably short with the length of run, again it's another unknown !

    Pedantry is one thing, but sadly ...

  • we are all struggling with algebra here ;-)

    The current in the armour must go up with increasing external CPC reistance, and in the report it does.

    Note that there  is a problem with this graphic, all the lower bracket is squared, and the root should extend over both the bracket and the 0.2^2

    And the current in the external CPC must go up with rising armour resistance and indeed in the report it does though for reasons unclear the reactance does not appear in this one.

    And these are still approximations that are only a "reasonable"  fit to 85mm cable.

    Mike

    Mike

  • Mike your equation for Ia is taken from page 26 of the ERA Report (in the format I have) which is used to produce Table 13. This differs from the final equation proposed in the ERA Report (page 29) in that the 0.7 factor becomes 1.1. This final equation has apparently been based on work in IET GN6 rather than the experimental data. The square root symbol extends as you said.

    Don't ask me why!!

    Regards

    Geoff Blackwell

  • taken from page 26 of the ERA Report

    Indeed it is..

    Arghh but it can't need to be both rounded up and also rounded down to be a better empirical 'fit' to the same results. If I was not working silly hours at the  moment I'd try and find the time to crash it through from their reported amplitudes and time delays because (at least) one of them must be wrong.

    The other secondary lesson here says something about measuring with a micrometer something that gets tested by an axe.

    What should be said is that the PSSC will be large, and it will not be quite what any of these formulae say, indeed even what we really mean by RMS current for an imulse waveform where no two half-cycles are quite the same is unclear.

    Nine out of ten SWAs do not need a parallel CPC, unless you employ folk who cannot use a set of spanners and do not understand where not to paint and which side to put star washers.

    Mike.

  • I agree with most of that.

    There are times that a parallel cpc can be needed such as bonding in some situations, disconnection times, etc – but, in general, they not required provided the cables are properly installed. I would add a copper connection to the earth terminal via a banjo washers as well as the other measures to ensure a good connection.

    As to the micrometer and the axe, I definitely agree. We should bear in mind that cables come in discreet sizes so a calculation that indicate that an 82.345 mm2 cable is required are a waste of time – a quick calculation using a simple model might lead you to a 95 mm2 cable in one hit .

    Regards

    Geoff Blackwell

  • As to the micrometer and the axe, I definitely agree. We should bear in mind that cables come in discreet sizes so a calculation that indicate that an 82.345 mm2 cable is required are a waste of time – a quick calculation using a simple model might lead you to a 95 mm2 cable in one hit .

    Yes but if you are a contractor and a simple model says the cable should be 97.65mm2 and requires you to use 120mm2, you might be grateful for the micrometer approach that confirms you can use 95. 

  • Graham, setting aside Fowlers statement on pedantry, I believe this is where the 60C is justified;

  • No you just tweak one of the parameters so the answer becomes 95!!!!!!!!!!

  • Graham, setting aside Fowlers statement on pedantry, I believe this is where the 60C is justified;

    A little care, perhaps, is needed here ... these are tables for K for the stated values of initial and final temperature (see top of page 200, in 543.1.3, 'The values are based on the initial and final temperatures indicated in each table.'

    That does not mean that every cable has those initial temperatures ... it may be a "good enough" assumption (the tables say they are "assumed" initial and final temperatures) for the adiabatic criterion, but that doesn't mean one shouldn't err on the side of caution when trying to establish whether an impedance is low enough to operate a protective device effectively?

    What would the examiner expect if the cable was bunched, or installed in an underground conduit with other cables?

    In the particular case we are talking about - parallel copper cpc - these are often bunched with the cable, the assumed temperatures in Table 54.2 may not be valid.

    In the case of the example of CPEVCEI 5th Edition, the temperature correction factors used in the example for the armour are actually stated (in another table) so the reader doesn't have to work it out for themselves.

  • Using SWA as a CPC the guide for your reference. (gadsolutions.biz)

    "The use of Jubilee clips to terminate the armour is an absolute bodge"

    But what about lighting column cut-outs? https://www.lucyzodion.com/product/thm0028975-titan-single-fuse-cut-out/
    Granted it includes a brass tube to support the inside of the armour, but presumably have proved to be satisfactory.

       - Andy.

Reply Children
No Data