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Max Zs BS7671 17th Edition / Guidance Note 3 Inspection and Testing

Former Community Member
Former Community Member
Hello,


There seems to be some slight differences with regards to acceptable Zs values when comparing the two documents BS7671 17th Edition A3 and Guidance Note 3 Inspection and Testing 17th Edition A3.


For example table 41.3 from BS7671 17th Edition A3 states:


0.4sec trip D6A = 1.82 Ω


Adjusted to 80% as per appendix 14 = 1.456 Ω



However page 121 from Guidance Note 3 Inspection and Testing 17th Edition A3 states:


0.4sec trip D6A = 1.46 Ω




These two documents are produced by IET. Guidance Note 3 Inspection and Testing 17th Edition A3 is rounding up Zs values above the maximum allowable values detailed in BS7671 17th Edition A3, why is that ?




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Parents

  • I'm not sure whether they could have got any greater accuracy as the processing power of the time was something akin to 4 16-bit registers with 11-bit memory capability...



    You're not limited to the machine's word-size - you can calculate and store across several adjacent memory locations using the equivalent of 'long' calculations (e.g. do one byte/word at a time and carry/borrow from one to the next). The old 6502 based systems I used to work with (many years ago) supported calculations (IIRC) between 1E38 and 1E-38 with 6 significant decimal digits even though the hardware registers and memory were all just 8-bit (-128 to 127 integers only).


      - Andy.
Reply

  • I'm not sure whether they could have got any greater accuracy as the processing power of the time was something akin to 4 16-bit registers with 11-bit memory capability...



    You're not limited to the machine's word-size - you can calculate and store across several adjacent memory locations using the equivalent of 'long' calculations (e.g. do one byte/word at a time and carry/borrow from one to the next). The old 6502 based systems I used to work with (many years ago) supported calculations (IIRC) between 1E38 and 1E-38 with 6 significant decimal digits even though the hardware registers and memory were all just 8-bit (-128 to 127 integers only).


      - Andy.
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