MathsCasts: Applied Mathematics
A podcast
MathsCasts: Applied Mathematics
Episodes
MathsCasts: Applied Mathematics
A podcast
Episodes of MathsCasts
Mark All
A proof of Parseval's theorem for trigonometric Fourier series is outlined.
We look at a numerical example for an RLC circuit and calculate the complex impedance and phase difference.
We continue investigation of the RLC circuit, introducing complex versions of voltage and current. The complex impedance results naturally from these quantities and gives a clear picture of why the current and voltage differ by a phase, and by
We investigate the RLC circuit and obtain a relation between voltage and current without use of complex quantities. We see that the relation is rather cumbersome and not transparent.
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