G1 = 100, G2 = 1000 and H = 0.009 for two block diagrams as open loop and closed loop given in the figure. a. Find the output voltages when the input voltage is 10 mV. b. For both systems, when G1 and G2 are doubled due to temperature increase, what will be the output voltages even though the input remains at 10 mV? c. Interpret the above results using the system's sensitivity principle. G. G2 H

G1 = 100, G2 = 1000 and H = 0.009 for two block diagrams as open loop and closed loop given in the figure. a. Find the output voltages when the input voltage is 10 mV. b. For both systems, when G1 and G2 are doubled due to temperature increase, what will be the output voltages even though the input remains at 10 mV? c. Interpret the above results using the system's sensitivity principle. G. G2 H

Power System Analysis and Design (MindTap Course List)

6th Edition

ISBN:9781305632134

Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma

Publisher:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma

Chapter12: Power System Controls

Section: Chapter Questions

Problem 12.3P

See similar textbooks

Similar questions

G1 = 100, G2 = 1000 and H = 0.009 for two block diagrams as open loop and closed loop given in the figure.a. Find the output voltages when the input voltage is 10 mV.b. For both systems, if G1 and G2 are doubled due to temperature increase, what will be the output voltages even though the input remains at 10 mV?c. Interpret the above results using the system's sensitivity principle.
Two blocks as open loop and closed loop given in the figurefor the diagram as G1 = 100, G2 = 1000 and H = 0.009are given. a. Find the output voltages when the input voltage is 10 mV. b. Due to the temperature increase for both systems G1 and If G2 is doubled, the input will be 10 mV. What happens to the output voltages even though they remain? c-)You have found results above. About these, the sensitivity of the systemInterpret using the principle.
Figure 1 shows the equivalent circuit of a voltage amplifier with a source and aload connected to its input and output, respectively. Suppose that the sourceinternal resistance is Rs = 5 kΩ, the amplifier input resistance is RIN = 95 kΩ, theamplifier gain is A = 100, the amplifier output resistance is ROUT = 150 Ω and theload resistance is RL = 5 kΩ. For a sinusoidal input with amplitude VS = 5 mV, whatis the amplitude of the voltage VL across the load resistor RL? What would thevoltage across the load be without the amplifier?
Two blocks as open loop and closed loop given in the figurefor the diagram as G1 = 100, G2 = 1000 and H = 0.009are given. a. Find the output voltages when the input voltage is 10 mV. b. Due to the temperature increase for both systems G1 andIf G2 is doubled, the input will be 10 mV.What happens to the output voltages even though they remain?
The open-loop gain A of real (nonideal) op-amps isvery large at low frequencies but decreases markedlyas frequency increases. As a result, the closed-loopgain of op-amp circuits can be strongly dependent on frequency. Determine the relationship between a finiteand frequency-dependent open-loop gain AV(OL)(ω)and the closed-loop gain AV(CL)(ω) of an invertingamplifier as a function of frequency. Plot AV(CL)versus ω. Notice that −RF/RS is the low-frequencyclosed-loop gain.
Given circuit, assume op-amp is ideal. What is the input resistance of the circuit, RIN? What are the currents in the inputs of op-amp? i-=? i+=? What is the output resistance of the circuit, ROUT=? Find voltage VA and VB? What is the nodal equation (KCL) at node VB? Solve for VOUT=?
Given the following details: The inverting adder schematic as seen below Vac is an AC voltage source which generates a sine waveform with amplitude 1mV and frequency 1kHz Vout is a sine waveform with amplitude 1V and has a DC offset of 3.5V Find the values of Vdc, R1, R2 and Rf that would satisfy the description for Vout. Assume ideal scenario (i.e. do theoretical computations instead of practical simulations)
a) Find the operating point current and voltage values of the non-linear element, in resistor R3 Calculate the voltage generated by the constant sources. b) Draw the circuit equivalent by linearizing the nonlinear element at the operating point. c) Using linearized equivalent small signal source j (t) to occur at R3 resistance calculate the voltage brought by it and give the expression of the VR3 voltage (constant sources and small sign sum of voltages generated by the source). E1=A=3 E2=B=8
Each item below describes key characteristics of a particular system (that is, a plant transfer function). For each system, describe the effect of proportional control on the stability of the closed-loop system. Specifically, 1) what can you say for small gains, and 2) what for large gains? (E.g., stable, unstable, inconclusive.) Provide a short explanation of your answers, with sketches as necessary.
below is the representation of a linear control system in the state space.a) examine the controllability and observability of this systemb) estimate the unit digit response by finding the current eigenvalues of this systemC) find the feedback Matrix K= (k1 k2) that must be applied so that the system can be a two - layer root in-2
(a) An audio ampliﬁer is to be designed to develop a 50-V peak-to-peak sinusoidal signal at a frequency of 20 kHz. What is the slew-rate speciﬁcation of the ampliﬁer? (b) Repeat for a frequency of 20 Hz.
The input-output relationship for the inverting op amp circuit is given ideally by: Vo = (-R f / Ri)Vi . The closed loop gain of the amplifier circuit is calculated as G = Vo/Vi. Use these equations to calculate the the expected output voltage and gain of the opamp circuit given