Can you write hand solutions and matlab code please?
Can you write hand solutions and matlab code please? Q3) There is a square wave with...
in MATLAB plot the following EXAMPLE 4.2 Fourier series of a square wave Consider the square wave of Figure 4.4. This signal is common in physical systems. For ex- ample, this signal appears in many electronic oscillators as an intermediate step in the gener ation of a sinusoid We now calculate the Fourier coefficients of the square wave. Because V, 0< t < To/2 x(t) = from (4.23), it follows that ToJTo2 To/2 - e ikast To/2 The values at...
A square wave of amplitude A and period T can be defined as -A, 5<t<0, with f(t) = f(t + T), since the function is periodic. Compute the Fourier series for the function in the form f(t) = aneinwot, n=- where wo = 21/T and the coefficients an are the complex Fourier coefficients. Show all your work. Make a simple sketch of the signal and its series. The FIR filter is defined by the filter coefficients bk = [3,-1,2,1] Write...
Please help by writing a MATLAB Code for the this lab Fourier Series Synthesis You will consider five continuous-time signals 1- 2- for A D 4- We were unable to transcribe this imageWe were unable to transcribe this imager(t) e-t for-1 < t > 1 x(t) 2 2 4 3 3 x(t) -4 2 2 4 2 1, 0sts be a periodic signal with fundamental period T = 2 and Fourier coefficients ak. (a) Determine the value of ao (b)...
PLZ shows you Matlab Code X(t) 2 2 46 1. compute the Fourier Series coefficients, ck for the signal x(t) 2. plot magnitude of c and the phase of ck in separate plots (use subplot command) plot the Fourier Series coefficients for the square wave signal: ck(12/9) sinc(2"k/3)
1. We have a signal, x (t), with period of T - 2 second with the signal in one period given below: x(t)- ^x,(t+nT) wherex,) 1-2 (t - ) Kt<1 n=-oo 0 1/2 (a) Find the Fourier series coefficients for this signal. That is, find the values of ak so that x (t) Hint: te-jwt teJwt dt (b) Write some MATLAB code which will plot the signal resulting from a truncated Fourier Series using the coefficients you calculated in part...
SIGNALS AND SYSTEMS: PLEASE UPLOAD MATLAB CODING FOR QUESTIONS. 1. In class we found that the Fourier series of a unit amplitude square wave of period 2 seconds was given by (a) Show that this series can be rewritten as 0o 2 (b) Produce plots of x (t) for n-1 to N for N-1,3,9,19,and 199, that is, truncate the infinite sum to these values of N and plot the result. Remember that only odd terms are included in the sum...
clear steps please, i couldn't solve it In trigonometric Fourier series representation: x(t) = A + ) (Ak cos(kwot) + Bk sin(kwt)). k=1 If the derivative of x(t) is represented by another Fourier series dx(t) dt = E. + ) (Ex cos(kw.t) + Fk sin(kw.t)), k=1 find the relations between Ak & Bk and the new coefficients Ek & Fr.
Reproduce Figures 9.2b and 9.2c on MATLAB, assuming that the square wave (Figure 9.2b) is a periodic symmetric square wave of normalized amplitude (A=1). Each student group should decide the power spectral density level of the channel noise. Compute the Fourier transform of the periodic square wave. clear all close all %%%% T=12*pi; %number of period x=linspace(0,T); t=x/pi y0=square(x); %square wave signal y0ft=fft(y0); %calculating Fourier Transformof signal y0fts=fftshift(y0ft); y0ftFinal=abs(y0ft); AWGN= rand(size(x)); %Calculating whit noise Att=(1/3); nSig= Att*AWGN; y=y0+nSig; %Square wave...
(a) Determine the period, amplitude, and frequency of a signal given by, v(t) (120nt). Plot this signal both in the time-domain and frequency domain. (b) For the following square wave v(t), determine if it is a periodic signal, and if yes, what 10 V sin 4. [61 are its amplitude, period T and fundamental frequency f? Why do we need to convert this signal into sine/cosine wave for transmission? 2 o-oims (c) () According to Fourier Theorem, the above signal...
Can someone explain each part of this solution I don’t understand Example 1 square wave Derive the Fourier series (FS) representation of a square wave of period T with duty cycle τ-AT, where 0< B<1. The square wave is symmetrically defined over one period by a Heaviside unit-step function, as in Eq. (28) It! <汁 (77) The ordinary unit-step could also be used, but the Heaviside is more natural here because the FS representation will pass through the 1/2 point...