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One of characteristics of signal is symmetry that may be useful for signal analysis Even signals are symmetric around vertical axis, and Odd signals are symmetric about origin Even Signal: A signal is referred to as an even if it is identical to its time-reversed counterparts; x(t) = x(-t)



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determine if a function is even or odd or neither • easily calculate Fourier coefficients of even or odd functions 30 HELM (2008): Workbook 23: Fourier Series 



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1 unit sample sequence (a k a Kronecker delta function): δ(n) = even part odd part Dr Deepa Kundur (University of Toronto) Discrete-Time Signals and Systems 0 if 3n 2 + 1 is an integer; undefined otherwise -1 −1 2 undefined 0 1



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By definition a signal is even if and only if x(t) = x(-t) or x[n] = x[-n], while a signal is odd if and only if x(t) = -x(- t) or x[n] = -x[-n]



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For each of the following signals, determine whether it is even, odd, or neither (a) (b) Figure P2 4-1 1 (c)



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With respect to the signal shown in Figure 2 2 determine the fundamental fre- The above definitions of even and odd signals assume that the signals are real



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4 oct 2017 · Fourier series take on simpler forms for Even and Odd functions Even function A function is Even if and determine its Fourier coefficients

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Types of Signal

Systems and their

Properties

Academic Resource Center

Types of Signals

Continuous Time Signal

If the independent variable (t) is continuous, then the corresponding signal is continuous time signal.

Types of Signals

Discrete Time Signal

If the independent variable (t) takes on only discrete values, for example t = ±1, ±2, ±3, ...

Periodic Signal

If the transformed signal is same as x(t+nT), then the signal is periodic. where T is fundamental period (the smallest period) of signal x(t)

In discrete-time, the periodic signal is;

Orthogonal Signal

Each component signal has no relationship with others.

Orthogonal signal is denoted as ʔ(t).

Even and Odd Signal

One of characteristics of signal is symmetry that may be useful for signal analysis. Even signals are symmetric around vertical axis, and

Odd signals are symmetric about origin.

Even Signal:

A signal is referred to as an even if it is identical to its time-reversed counterparts; x(t) = x(-t).

Odd Signal:

A signal is odd if x(t) = -x(-t).

An odd signal must be 0 at t=0, in other words, odd signal passes the origin. Using the definition of even and odd signal, any signal may be decomposed into a sum of its even part, xe(t), and its odd part, xo(t), as follows: It is an important fact because it is relative concept of Fourier series. In Fourier series, a periodic signal can be broken into a sum of sine and cosine signals. Notice that sine function is odd signal and cosine function is even signal.

Energy of Signals

Power of Signals

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