A Solution to the RWP for Exam 1 – Stealing Power (2006)
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A Solution to the RWP for Exam 1 – Stealing Power (2006)
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Re: A Solution to the RWP for Exam 1 – Stealing Power (2006)
#2Re: A Solution to the RWP for Exam 1 – Stealing Power (2006)
#3Re: A Solution to the RWP for Exam 1 – Stealing Power (2006)
#4Real devices based on this principle exist: current transformers, Rogowski coils, and lights! The latter looks like this:
https://pr-tech.com/product/spanlite-self-illuminated-marker...
And, hilariously, the FAQ informs us that the light contains a “flux capacitor”.
Re: A Solution to the RWP for Exam 1 – Stealing Power (2006)
#5Re: A Solution to the RWP for Exam 1 – Stealing Power (2006)
#6Now I wonder if you could take advantage of the increase in copper price over the time, you might come out ahead
Re: A Solution to the RWP for Exam 1 – Stealing Power (2006)
#7> With 7140 loops of wire required and a length per loop of 20 m, the farmer would need 143 km of wire! At $0.15/ft = $0.50/m, this wire would cost $71,400! This means that even at the maximum energy consumption rate, the payback period would be at least 1000 years!
Re: A Solution to the RWP for Exam 1 – Stealing Power (2006)
#8Re: A Solution to the RWP for Exam 1 – Stealing Power (2006)
#9Re: A Solution to the RWP for Exam 1 – Stealing Power (2006)
#10We argued about the wisdom of theft, when the electricity company would actually re-connect you to an illegally occupied house anyway.
Why compound your problems with the law?