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Q. Explain Periodic Signals and Fourier Series?
In the study of analog systems, predicting the response of circuits to a general time-varying voltage or currentwaveformx(t) is a difficult task.However, if x(t) can be expressed as a sumof sinusoids, then the principle of superposition can be invoked on linear systems and the frequency response of the circuit can be utilized to expedite calculations. Expressing a signal in terms of sinusoidal components is known as spectral analysis.
A periodic signal has the property that it repeats itself in time, and hence, it is sufficient to specify the signal in the basic time interval called the period. A periodic signal x(t) satisfies the property
x(t + kT ) = x(t)
for all t, all integers k, and some positive real number T, called the period of the signal. For discrete-time periodic signals, it follows that
x(n + kN) = x(n)
for all integers n, all integers k, and a positive integer N, called the period. A signal that does not satisfy the condition of periodicity is known as nonperiodic.
Define the Signals in Time Domain? The time domain is the type of visualization that most people are familiar with. This method shows variations of a signal with time. The most
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