Complex number analysis
The standard way to analyse a circuit containing AC quantities at a fixed frequency is to use complex numbers. A complex number has two parts, real and imaginary. The imaginary part is some function of the quantity j (i to pure mathematicians, but that would be confused with current by us), where j represents . This is clearly a ‘nonsense number‘, or at least unquantifiable, yet it has some useful properties:
(A4.1a)
(A4.1b)
(A4.1c)
We use multiplication by j to signify advancing its phase by 90°. Complex ...
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