Please solve original problem then solve again with u(t) being a pulse magnitude P=6 and duration T=0.3s. Please also show the graph of the displacement vs time for each.
Please solve original problem then solve again with u(t) being a pulse magnitude P=6 and duration...
Can you please solve these problems, and show all work? Please number each part of your answer to identify what problem section is being solved. Please circle your answers. Please include the MATLAB portion, if you can, please. Thank you. Problem 1: Consider the causal CT systems with transfer functions s +1 + 16) Ha(s)-(s+ 10)(s+1) й,(s) H3(s)S+ D) H4(s) S1) (s2 +s16) 1. Write magnitude and phase expressions for their Bode plots and sketch their asymptotes. Verify using MATLAB....
please help. Note: u(t) is unit-step function Consider the system with the differential equation: dyt) + 2 dy(t) + 2y(t) = dr(t) – r(e) dt2 dt where r(t) is input and y(t) is output. 1. Find the transfer function of the system. Note that transfer function is Laplace transform ratio of input and output under the assumption that all initial conditions are zero. 2. Find the impulse response of the system. 3. Find the unit step response of the system...
Find the frqeuncy response and impulse response of the system with the output y(t) for the next input x(t) Please, Solve (a) and (c) x)e u(t), ()eu(te ult) x)e u(t), ()eu(te ult) x)e u(t), ()eu(te ult) x)e u(t), ()eu(te ult) x)e u(t), ()eu(te ult) x)e u(t), ()eu(te ult) x)e u(t), ()eu(te ult) x)e u(t), ()eu(te ult) x)e u(t), ()eu(te ult) x)e u(t), ()eu(te ult)
please solve all parts Problem #3 Knowing G(S) 2+2anS+wh Drive the Second Order System's response y(t) and Steady State Response yss to the Ramp Input u(t) t, for each one of these cases. A. Not Damped B. Critically Damped C. Over Damped D. Under Damped Partial fraction expansion for sections C and D is the same and is provided in the lecture notes Problem #3 Knowing G(S) 2+2anS+wh Drive the Second Order System's response y(t) and Steady State Response yss...
PLEASE SOLVE QUESTION NUMBER 2 ONLY, MAKE SURE ALL PARTS IN QUESTION 2 ARE SOLVED. THANK YOU poirmts) l'igure output y ws an RG circuit with inpu Function Generator Model Capacitor Model i,(t) Figure 2: RC cireuit (a) (1 point) Sketch the circuit in the phasor domain by replacing the capacitor with its impedance represen- tation (b) (3 points) Using circuit analysis techniques, show that the frequency response function is F(u) UT 1 Specify the DC gain, K, and time...
please solve as matlab code. The system in Figure 3 comprises a motor and a contoller. The performance requirements entail a steady state error for ramp input r(t) Ct, smaller than 0.01C. Here, C is a constant. The overshoot for step input must be such that P.0. 5% and the settling time with a 2% error should be T, 2 seconds (a) Based on rlocus function, write a piece of MATLAB code which establishes the controller. (b) Create the graph...
This is for Controls Systems class. Please solve everything, and show all work and correct answers and matlab codes for positive rating. A - C, E - F do by hand. D, G-I do in Matlab as instructions direct. (Show codes and plots for matlab solutions too!), show the code and plots obtained for positive rating. Provided below is the Handout 7 equations that are needed for this problem for use. 1. The state space model of a system is...
Problem 2 Wis) R(s) U(s) Gol (s) D a (s) E(s) H(s) Given a system as in the diagram above, use MATLAB to solve the problems: Assume we want the closed-loop system rise time to be t, 0.18 sec S + Z H(s) 1 Gpl)s(s+)et s(s 1) s + p a) Assume W(s)-0. Draw the root locus of the system assuming compensator consists only of the adjustable gain parameter K, i.e. Dct (s) Determine the approximate range of values of...
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....
I need Summary of this Paper i dont need long summary i need What methodology they used , what is the purpose of this paper and some conclusions and contributes of this paper. I need this for my Finishing Project so i need this ASAP please ( IN 1-2-3 HOURS PLEASE !!!) Budgetary Policy and Economic Growth Errol D'Souza The share of capital expenditures in government expenditures has been slipping and the tax reforms have not yet improved the income...