f=input('Enter frequency: ');
a=input('Enter amplitude: ');
type= input('Enter type: ','s');
F=f*1000;
t=0:.0001/F:10/F;
switch type
case 'sin'
y=a*sin(2*pi*F*t);
plot(t,y)
xlabel('t')
ylabel('y')
title(['y =
(',num2str(a),')sin(2*pi*',num2str(F),')'])
legend('sin wave')
case 'triangle'
y=a*sawtooth(2*pi*F*t);
plot(t,y)
xlabel('t')
ylabel('y')
title(['y =
(',num2str(a),')sawtooth(2*pi*',num2str(F),')'])
legend('triangle
wave')
case 'square'
y=a*square(2*pi*F*t);
plot(t,y)
xlabel('t')
ylabel('y')
title(['y =
(',num2str(a),')square(2*pi*',num2str(F),')'])
legend('square
wave')
end
3. (40 Pts.) Write a script which takes the frequency, amplitude and type (sinusoidal, square or...
Write a program which produces a constant-amplitude square wave with a frequency of 440Hz (440 cycles per second). Using the init function, the output is configured to use signed 16-bit values for the signal, so a value of 0x8000 represents the “bottom” of the signal range, 0x0 represents the “middle” and 0x7FFF is the “top”. The output sample rate (the rate at which these 16-bit values come out) is 48kHz. This is all the info you need to put the...
PROBLEM 2 150 pts.] A signal is consist of three sine functions: the first one, , has a wave frequency of 50 Hz, the second one, 2, has 100 Hz, and the last one, r3, has 200 Hz. However, each function has different amplitude: the amplitude of the first signal component x! is 10 cm, the amplitude of the second signal component xi s 5 cm; and the amplitude of the last signal component t3 is 1 cm. As a...
Name: ID NO: Section: 1. Assume that you have three sinusoidal signals and the parameters of each one of them is given below Amplitude is 3. cyclic frequency is 50Hz and phase shift is - Amplitude is 4, radian frequency is 40 and phase shift is Amplitude is 6, period is 0.05s, and phase shiftis- Write MATLAB code for the following Assume that the time interval is. Generate each signal Plot the above three signals in the same figure window...
Problem 31: (34 points) 1. (10 points) A pulse width modulated (PWM) signal fPwM(t) in Figure 2. The symbol D represents a duty cycle, a number between zero and one. Determine the compact trigonometric Fourier series coefficients (Co C,11 %) of the signal f(t). 2. (10 points) One use of PWM is to generate variable DC voltages. While the PWM signal is not DC, you should be able to see from your results in part 1 that it hss a...
Consider the plant sDs2) 1) What is the plant's type? 2) Let C(s) - K (a proportional controller). Find the closed-loop transfer function from reference to output using unity feedback. ) Choose different gains for K within the range 1 to 100. Plot the unit step response for the different gains. What happens with the transient response of the closed-loop as K increases? 4) For K 20 find the maximum value attained by the output y(t) and the settling time...
This is taken from Section 4.6, "Amplitude Modulation and the Continuous-Time Fourier Transform," in the course text Computer Explorations in signals and systems by Buck, Daniel, Singer, 2nd Edition. I need the answers for the basic and intermediate questions. 4.6 Amplitude Modulation and the Continuous-Time Fouriei Transform This exercise will explore amplitude modulation of Morse code messages. A simple ampli tude modulation system can be described by x(t) = m(t) cos(Crfot), (4.13) where m(t) is called the message waveform and...
1. Write an equation that describes voltage supplied by a wall outlet. (f = 60 Hz, Vrms = 120 V) 2. What is the instantaneous voltage of a sine wave at half of a period? Describe Alternating Current (AC). Explain how resistors, capacitors, and inductors behave in an AC circuit. WRITEUP REQUIREMENTS Informal: Questions - 6 pts, Data Tables - 3 pts, Survey Questions from Syllabus - 1 pt INTRODUCTION V Up to this point, we have been using supply...
5 pts D Question 1 A system has the following impulse response: .2 Sample number, n From the choices below, select the frequency response of this system. H (eju)-e(1.5 ) (2 sin( 1.5ώ) + 4 sin(0.δώ)) H (ee) = e-j(1.5e-5) (cos( 1.5 ) +2 cos(0.54)) @ H (ee)-e-n1.si) (sin( 1.54) t. 2 sin(0.δώ)) (sin(l.50) +4sin(0.0) H (ee)-e-j(1.5i) (2 cos( 1.5ώ) + 4 cos(0.5a)) H (efo)-e-n1.5u) (cos( 1.50) + 2 cos(0.50)) https://rmitinstructure.comcoursesy 5 pts DQuestion 2 A system has the following...
t0 = 0; tf = 20; y0 = [10;60]; a = .8; b = .01; c = .6; d = .1; [t,y] = ode45(@f,[t0,tf],y0,[],a,b,c,d); u1 = y(:,1); u2 = y(:,2); % y in output has 2 columns corresponding to u1 and u2 figure(1); subplot(2,1,1); plot(t,u1,'b-+'); ylabel('u1'); subplot(2,1,2); plot(t,u2,'ro-'); ylabel('u2'); figure(2) plot(u1,u2); axis square; xlabel('u_1'); ylabel('u_2'); % plot the phase plot %---------------------------------------------------------------------- function dydt = f(t,y,a,b,c,d) u1 = y(1); u2 = y(2); dydt = [ a*u1-b*u1*u2 ; -c*u2+d*u1*u2 ]; end Only...
write MATLAB scripts to solve differential equations. Computing 1: ELE1053 Project 3E:Solving Differential Equations Project Principle Objective: Write MATLAB scripts to solve differential equations. Implementation: MatLab is an ideal environment for solving differential equations. Differential equations are a vital tool used by engineers to model, study and make predictions about the behavior of complex systems. It not only allows you to solve complex equations and systems of equations it also allows you to easily present the solutions in graphical form....