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4tlt) Signa! 1 x(t) Signal 4 xlt) Signal 5 - 48 1 2 4 0.55) (Gibbs Effect) Identify whether or not Gibbs Effect will be present in the Fourier Series reproduction of the same 3 signa

4tlt) Signa! 1 x(t) Signal 4 xlt) Signal 5 - 48 1 2 4 0.5
5) (Gibbs Effect) Identify whether or not Gibbs Effect will be present in the Fourier Series reproduction of the same 3 signals (1, 4, 5) above, and the one below: Heavily Cipped Sine wave Signal 6-Clipped sine wave
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Answer #1

According to Gibbs phenomena,

For a periodic signal that has no discontinuity, the fourier series representation converges and equals the original signal at every point of time.

For a aperiodic signal with a finite number of discontinuity in each period, the fourier series representation equals the signal everywhere except at isolated points of discontinuity at which the series converges to average value at that point.

Now according to given question signal1, signal4, signal 5 have finite number of discontinuity, so gibbs effect is in signal1, signal4, signal 5 but no in signal 6 as sinusoidal signal is always continuous.

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4tlt) Signa! 1 x(t) Signal 4 xlt) Signal 5 - 48 1 2 4 0.5 5) (Gibbs Effect) Identify whether or not Gibbs Effect will be present in the Fourier Series reproduction of the same 3 signals (1, 4, 5) abo...
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