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Post by rijaalu on Dec 2, 2008 5:18:49 GMT -5
1.consider the functions
U1(t) = exp(-|t|) and U2 = 1 - A exp(-2|t|)
Determine the constant A, such that U1 and U2 are orthogonal over the interval (- infinity , +infinity).
please help
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Post by aya2002 on Feb 26, 2009 9:27:42 GMT -5
Orthogonality
Two periodic signals are orthogonal when the integral of their product over one period is equal to zero. For the case of continuous time:
integration from 0 to T for (cos(2pi n f0t)cos(2pi m f0t)dt )= 0; (m not equal to n)
To maintain orthogonality between sub-carriers, it is necessary to ensure that the symbol time contains one or more multiple cycles of each sinusoidal carrier waveform
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