Switch Si in the RL network shown in Figure 1.101 has been closed for a long time (more than a day). Att= 0, Sı is opened. You are asked to do the following. Generate the complete time-domain expression for the inductor current iL(t) valid for time t> 0. Leave L as a variable in your expression. (b) Calculate the value of L for which in(t1) = 0 where time ti = 800µsec. (a) R2 912 Jg1 R,2472 Vt = 0 530mA Eg2 18V Figure 1.101 First-order RL network

Switch Si in the RL network shown in Figure 1.101 has been closed for a long time (more than a day). Att= 0, Sı is opened. You are asked to do the following. Generate the complete time-domain expression for the inductor current iL(t) valid for time t> 0. Leave L as a variable in your expression. (b) Calculate the value of L for which in(t1) = 0 where time ti = 800µsec. (a) R2 912 Jg1 R,2472 Vt = 0 530mA Eg2 18V Figure 1.101 First-order RL network

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

See similar textbooks

Similar questions

Simplify the following expressions using Karnaugh map. Provide a complete and legible solution. 2. F(W,X,Y) = m0 + m2 + m4 + m5 + m6
Consider two systems one is second order and the other is third order. The characteristic equations are: as2+bs+c for the second order and as3+bs2+cs+d for the third order, where a,b,c,d are positive real numbers. Then which of the following is correct with regard to the stability of these two systems? a. stability of either system cannot be confirmed with the given data b. third order is definitely stable but second order cannot be confirmed c. both systems are definitely stable d. second order is definitely stable but third order cannot be confirmed
The answer of this question on bartleby is of other parts. This is different question. Don't copy that answer. I already have that. I am posting it for the third time. A. Write the state variable equation(s) B. The system equation(s) you obtained in D are (Circle one choice for each statement): Ordinary Differential Equation(s) True False Linear True False Second Order True False Constant Coefficients True False
Set up a system of first-order differential equations for theindicated currents I1 and I2 in the electrical circuit ofFig. 4.1.14, which shows an inductor, two resistors, anda generator which supplies an alternating voltage drop ofE(t) = 100 sin 60t V in the direction of the current I1. except with the generator replacedwith a battery supplying an emf of 100 V and with the inductor replaced with a 1-millifarad (mF) capacitor
SUBJECT: DIFFERENTIAL EQUATION TOPICS Growth/Decay Newton's Law of Cooling/Heating Mixture Simple Electric Circuit PLS SHOW THE COMPLETE SOLUTION. THANK YOU!!
Consider a continuous-time system with input x(t) and output y(t) related by y(t) = x(cos(t)) +1 a) Is this system time invariant? Give reasons for your answer. b) Is this system linear? Give reasons for your answer. ¢) Is this system causal? Give reasons for your answer.
The circuit shown below is an underdamped system, and the current through the inductor has the form iL(t)=e^at ( ) (K1sinwt + K2coswt ) for t≥0 a. Determine the numerical values, including signs, of a and w b. If the initial conditions are iL(0) = 1A and Vc (0) =12V , determine the numerical values, including signs, of K1 and K2 c. Using the numbers determined above, write out the complete expression for iL(t)
We are given X(t)=Mcos(2πt), where M is uniformly distributed over ][−1,1]. Evaluate the autocorrelation RX(t1,t2) where t1=0 andt2=0.2. Give the answer in 3 decimal places.
NOTE: plot the response using excel or any graphing tools and determine whether it is an undamped, critically damped, underdamped, or overdamped system.
The mathematical models of some continuous time systems are given above. x(t) is the input signal of the system, and y(t) is the output signal of the system. Which of the following systems is linear and which is nonlinear? For linear systems, write "linear" in the space next to the option. For non-linear systems, write "non-linear" in the space next to the option.
What is the differential equation governing the growth of current in the circuit as a function of time after t=0? Express in terms of dI(t)/dt, I(t), Vb, R, and L Solve the differential equation obtained in Part A for the current I(t) as a function of time after the switch is closed at t=0. Express in terms of Vb, R, and L. Use the notation exp(x) for ex
Set up a system of first-order differential equations for theindicated currents I1 and I2 in the electrical circuit ofFig. 4.1.14, which shows an inductor, two resistors, anda generator which supplies an alternating voltage drop ofE(t) = 100 sin 60t V in the direction of the current I1.