1- For the values 5 = 0.7 and w, = 2 find the rise time, peak %3D time, settling time, and the maximum peak values. 2- Do you observe any relation between the system damping ratio and the system settling time. 3- According to your measurements suggest the relationship between the peak overshoot and the damping ratio.

1- For the values 5 = 0.7 and w, = 2 find the rise time, peak %3D time, settling time, and the maximum peak values. 2- Do you observe any relation between the system damping ratio and the system settling time. 3- According to your measurements suggest the relationship between the peak overshoot and the damping ratio.

Delmar's Standard Textbook Of Electricity

7th Edition

ISBN:9781337900348

Author:Stephen L. Herman

Publisher:Stephen L. Herman

Chapter29: Dc Generators

Section: Chapter Questions

Problem 16RQ: Explain the difference between cumulative- and differential-compounded connections.

See similar textbooks

Similar questions

The following closed loop system damping ratio, natural frequency, system poles,% Overrun value and Calculate the relaxation time. A=16 B=90 X=32 Y=45
A) Sketch the complex plane and locate poles for 2 cases: 2 Second Order underdamped systems where both systems have the same settling time, but system #1 has a larger overshoot. B) Sketch the time response for each system in part A to a unit step input. Show clearly which system is 1 and 2. Show the relative values of the overshoot for both systems, the overshoot time, damped natural frequency and time to steady state .
1 - A square chip, with side ? = 5 mm, operates under isothermal conditions.The chip is positioned on a substrate so that its side and bottom surfaces are thermally insulated, while its top surface is exposed to theflow of a refrigerant at ?∞ = 15°C. From reliability considerations, the chip temperature cannot exceed ? = 85°C. The refrigerant being air, with a convection heat transfer coefficientcorresponding ℎ = 200 W/(m2K), what is the maximum allowable power for the chip? Since the coolant is a dielectric liquid for which ℎ = 3000 W/(m2K), what is the maximum allowed power?
Question 1: Calculate the a and b parameter values so that (peak time) value is 1 second and (settling time) value is 2 seconds when unit-step input is applied in the system whose form is block diagram below. Calculate the (rise time) and (Maximumum overshoot) values of the system using the parameters you found in section a). Question 2: a) What should be the K value for the following closed system to be at critical damped? b) In what range should the K value be in order for the system given above to be underdamped and overdamped?
For the system shown in figure (1) with unit step input. (1) Determine the value of N when the damping ratio (=0.6)? (2) Obtain rise time, peak time, and settling time for 5% of steady state error?
a. According to the value of damping ratio, what kind of system you have? (Over damped, Under damped, Un damped, Critically damped)
Subject: Electronic Devices and Circuits Please give the step-by-step solution.
Consider the translational mechanical network system shown on the figure. A 1-lb force, f(t), si applied at t=0. If fv=1, find K and M such that the response is characterized by a 3-sec settling time and a 2-sec peak time. Also, what is the resulting %OS?
The characteristic equation of control system is given as following. S3 + 6s2 + 11s + 6(1 + Kc) = 0 Determine: 1. The Value of Kc for which the control system is stable. 2. The roots of the characteristic equation for the value of Kc for which the system is on the threshold of instability.
To which of the following questions does an engineering economy analysis provide useful input? (a) Has the mechanical or electrical engineer chosen the most economical motor size given functional requirements? (b) Has the civil or mechanical engineer chosen the best thickness for insulating a building?(c) Has the biomedical engineer chosen the best materials for the company’s artificial knee product?(d) All of the above
The equation of characteristics of the system is as follows. 1. Determine the stability of this system, and write the reason. 2. Write the number of poles this system has in the right quadrant and the reason.
A) What is an emf of self-induction? a) when there is an induced emf in a circuit due to a change of current in the circuit itself b) when there is an induced emf in a circuit due to a change of current in an adjacent circuit (one within magnetic reach) B) Under what conditions of current flow is a self-induced ernf produced? a) whenever the circuit is energized b) whenever the circuit is de-energized c) whenever the amount of current flow in the circuit varies d) all of the above C) What is the direction of a self-induced emf in relation to any change in current? a) the same direction as the current flow that caused it b) the opposite direction as the current flow that caused it c) may be either "a" or "b" d) neither "a" nor "b" D). In an inductive circuit, does the inductance have any effect on the flow of a steady current? a) yes b) no