Given a transfer function:
Find the initial and final value response to a unit step function (all initial conditions being zero)
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Given a transfer function: Find the initial and final value response to a unit step function...
5. (30) Find the unit step response of the system where its transfer function is defined as s + 10 G(s) = 20 (s2 + 165 + 100)(s + 1)(s + 2) Sketch the time response of this system roughly.
Question # 1 : Find the transfer function represented by: ??(?) ?? + 5 ?(?) = 2 ?(?) Then, find the response, c(t) to an input, r(t) = u(t) a unit step, assuming zero initial conditions. Draw the block diagram and write the transfer function inside it, and show the i/p and o/p signals on the block diagram. Question #1: Find the transfer function represented by: dc(t) + 5 c(t) = 2 r(t) dt Then, find the response, c(t) to...
Use MATLAB to find the step response (plot) of a system with the following transfer function: G(S) = (s + 1) (s + 2) (s2 + 5s + 8) Copy and paste your MATLAB commands. Copy and paste the step response plot.
2) For a system with the transfer function H(s) =- (st100) c) find the unit impulse response of the system. d) if the input of the system is 3e u(t), what is the output of the system in the frequency domain if all initial conditions are zero. e) if the input of the system is 3e" 100u(t), what is the output of the system in the time domain if all initial conditions are zero. f) what is the frequency of...
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...
A linear system is governed by the given initial value problem. Find the transfer function How) for the system and the impune response function hil) and give a fomida for the solution to the initial value problem. y'-' +17y=(t): y0) = 0, y(0) - 4 Find the transfer function Find the impulse response function. Give a formula for the solution to the initial value problem using as the contin variable
Suppose that the zero-state response to the step input for a plant with transfer function G0(s) is given by y0(t) for each t 0. Answer the following questions. Your answers are expected to be expressed in terms of y0. 1) What is the zero-state response to the same plant but for the input given by u(t) = t for each t 0 and u(t) = 0 for each t < 0? 2) Consider now the transfer function G(s) = s2G0(s)...
A linear system is governed by the given initial value problem. Find the transfer function H(s) for the system and the impulse response function h(t) and give a formula for the solution to the initial value problem. y" - 6y' +34y = g(t); y(O)= 0, y' (O) = 5 Find the transfer function. H(s) = Use the convolution theorem to obtain a formula for the solution to the given initial value problem, where g(t) is piecewise continuous on (0,00) and...
For the transfer function G(s): 50 G (s) = s2 +55+25 a) Find the steady-state response to a unit step input. b) Find the steady state error. c) Sketch the time response.
(25 points) Find the discrete time unit step response of the system with transfer function G(2) = 2(2+1)