Question

A system has a transfer function, GðsÞ ¼ 50 s þ 50 . Find the time...

A system has a transfer function, GðsÞ ¼ 50
s þ 50
. Find the time constant,
Tc, settling time, Ts, and rise time, Tr.

Engineering   Electrical-Engineering   
0 0
Add a commentTranscribed image text
Next >

Homework Answers

Answer #1

Time constant (Tc) = T = 0.02 sec

Settling time (Ts) = 2.22T =0.044 sec

Rise time (Tr) = 4T = 0.08 sec

0 0
Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Log In

Sign Up

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
A system has the transfer function H (s)=3(s^2 +7 s)/(s^2 +8s+4). Draw a Bode plot of...
A system has the transfer function H (s)=3(s^2 +7 s)/(s^2 +8s+4). Draw a Bode plot of the transfer function and classify it as lowpass, highpass, bandpass, or bandstop. Draw the Direct Form II for this system
1)Find the Inverse Laplace Transform of X(s) = (s-1)/((s+1)(s+2)^2) 2)A system with the transfer function H(s)...
1)Find the Inverse Laplace Transform of X(s) = (s-1)/((s+1)(s+2)^2) 2)A system with the transfer function H(s) = (s-5)/((s+1)(s+10)) a)If the input is 2u(t), find the steady-state output of the system.
Apply the Partial Fraction Expansion to determine the time response y(t) of the system with transfer...
Apply the Partial Fraction Expansion to determine the time response y(t) of the system with transfer function. G(s) = (1)/(s^2+6s+13) subjected to the input u(t) = 3
Derive the transfer function H’(s)/Q’(s) for the liquid-level system when a. The tank level operates about...
Derive the transfer function H’(s)/Q’(s) for the liquid-level system when a. The tank level operates about the steady-state value of hs = 1 ft. b. The tank level operates about the steady-state value of hs = 3 ft. The pump removes water at a constant rate of 10 cfm (cubic feet per minute); this rate is independent of head. The cross-sectional area of the tank is 1.0 ft2 and the resistance R is 0.5 ft/cfm.
Develop transfer function for a 2nd order system
Develop transfer function for a 2nd order system
The economist for the Grand Corporation has estimated the company’s cost function, using time series data,...
The economist for the Grand Corporation has estimated the company’s cost function, using time series data, to be TC = 50 + 16Q - 2Q2 + 0.2Q3 where TC = Total cost Q = Quantity produced per period i. Calculate the average total cost, average variable cost, and marginal cost for these quantities. ii. Discuss your results in terms of decreasing, constant, and increasing marginal costs. Does Grand’s cost function illustrate all these?
The transfer function for a SISO system is given as follows: G(s)= (s2+2s+10)/(s4+5s3+8s2+3s+12) 1 Is the...
The transfer function for a SISO system is given as follows: G(s)= (s2+2s+10)/(s4+5s3+8s2+3s+12) 1 Is the open loop system stable? Draw pole zero map of the system. What is the steady state response of this system for a unit step input? 2 When unit feedback (Kp= 1) is implemented on this system, write down the closed loop transfer function. Draw pole-zero map. Is the system stable with this type of control law? 3 Find all possible proportional controller gains (Kp)...
Transfer function: Linear system+motor a)write the equation of motion from applying the law of physics of...
Transfer function: Linear system+motor a)write the equation of motion from applying the law of physics of the system. b) write the transfer function of the system.
A linear time invariant system has an impulse response given by ℎ[?] = 2(−0.5) ? ?[?]...
A linear time invariant system has an impulse response given by ℎ[?] = 2(−0.5) ? ?[?] − 3(0.5) 2? ?[?] where u[n] is the unit step function. a) Find the z-domain transfer function ?(?). b) Draw pole-zero plot of the system and indicate the region of convergence. c) Is the system stable? Explain. d) Is the system causal? Explain. e) Find the unit step response ?[?] of the system, that is, the response to the unit step input. f) Provide...
Copy of For the process described by the exact transfer function G(s) = 5(s+2)/{(11s+1)(3s+1)(2s+1)(0.5s+1)} Use Taylor...
Copy of For the process described by the exact transfer function G(s) = 5(s+2)/{(11s+1)(3s+1)(2s+1)(0.5s+1)} Use Taylor series expansion method to find an approximate first-order-plus-time-delay transfer function model of the form Ke-θs/(τs+1) and determine the values of a. ___________ b. ___________ c. ___________
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT