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== FOURIER SERIES == | == FOURIER SERIES == | ||
| − | In order to find the fourier series coefficients, we must first understand the operations associated with taking the fourier transform of a signal. The fundamental period of the signal (above) is 2<math>\pi</math>. We know that <math>\omega_0</math> = 2<math>\pi / T</math> (where T is the fundamental period). Therefore, the fundamental frequency is 1. | + | In order to find the fourier series coefficients, we must first understand the operations associated with taking the fourier transform of a signal. The fundamental period of the signal (above) is 2<math>\pi</math>. We know that <math>\omega_0</math> = 2<math>\pi / T</math> (where T is the fundamental period). Therefore, the fundamental frequency is 1. |
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| + | First, we must deterine math | ||
Revision as of 17:30, 24 September 2008
CT SIGNAL
I chose the signal: f(t) = (3+j)cos(2t) + (10+j)sin(7t)
FOURIER SERIES
In order to find the fourier series coefficients, we must first understand the operations associated with taking the fourier transform of a signal. The fundamental period of the signal (above) is 2$ \pi $. We know that $ \omega_0 $ = 2$ \pi / T $ (where T is the fundamental period). Therefore, the fundamental frequency is 1.
First, we must deterine math
