Lab_3_3130

Why is there a transient response in an RL Circuit supplied by a DC source and source Free RL Circuit? Please kindly explain it for me.

solve for the dc quantities, VB(Q1), and VB(Q2)

circuit theory I want the answer before 30 minutes, please. I want the answer as soon as possible, because I do not have time, and if I skip the specified time, I do not benefit from the answer.

first order circuits

b) Two circuits connected in series which voltage drop across at each circuit can be expressed in time TTM domain as V1 (t) =5 sin (3147) V and V2 (1) =15 sin (314t - 30°) V. Sketch the waveforms of these voltages to illustrate peak values and phase relationships. UTM 5 UTM UTM TM S UTM UTM TM 5 UTM 8 UTM

when there is in a circuit both of the inductor and the capapcitor, why no need for the inital condition modeling ? and please give an example for it.   note: type it by keyboard

A charging RC circuit has a switched-control DC voltage source of 6V and has a series RC of 20 ohms and 10 microfarads. Determine the following: a. T: Time Constant b. vR at t c. VC at t d. iC at t

The following plot is a step response of a sixth order system. 1. Find the time domain specifications i.e. Tp. Tri. T. and P.O. 2. Find a second order system whose response matches the given response in the following sense a. The percentage overshoot and rise time b. The peak time and settling time c. The rise time and settling time You have to find three systems spred 13) "1 1 aut ON 071 0.3) DA 63) 61 6 2 B Control Systems Homework Problem 3 . 10 12 14 P.O. = e √1-² 100 4 Ts= Con Satisfying 2% criteria 10 18 20 Step Response for 24 The -In (100) 7²+In²(0) Tr 20 P.O. 100 Tp= 2.16+0.60 On 0.3≤ ≤0.8 @n 7 100 1-2 and 10% to 90% value

vork2: A second-order series RLC circuit, shown in Figure below, has some damping due to the resistor. Determine: 3. The key parameters for this circuit in terms of R, L, and C. 4. The time response and the error signal for this system if it is called critically damped system. i R V. Answer: c(t) = (1-eWnt – wnte-nt) u(t) e(t) = (e-wnt + ante-nt) u(t)

Interrelate and differentiate Transient response , Steady State response and stability

question : a) What circuit analysis technique must be used tofind the steady-state expression for io (t) ?b) Find the steady-state expression for io(t)

8. Three JK flipflops are connected as a synchronous counter that goes through the following →111110000→→........., Find QCQBQA sequence 000-010-011001101100 the connections to the inputs of flipflops and Design the Counter.

Find the general/particular solution of the following differential equation: use only bernoulli equation or substitution by suggestion

Try to solve both the parts Q57)

Computer Technology Eng. Dept. -z- 2 - 1)W? – 1)/ Homework3: A second-order series RLC circuit, shown in Figure below, has some damping due to the resistor. Determine: 1. The key parameters for this circuit in terms of R, L, and C. 2. The time response and the error signal for this system if it is called over damped system. R Vo C Vị 8. Scanned with CamScanner Control Engineering Fundamentals Third Class Hint: We can modify the denominator term of the transfer function as follows: s2 + 23wns + wn2 = [s? + 23wns+ w,²] + (3@n)² - ((wn)“ = [s + 2(s)(3Wn) + (3wn)²] + w,? - ((w,)? = (s + (wn)² – wn² (² – 1) Answer: 1 1+ 2(3+ J?-1)( u(t) 1 le-Ban-V²-1)t 1 e-(kantanv-1) e(t) = 2(3+ J? -1)(J-1), u(t) e-Cwn--1)t - 1)W? – 1)/

At time t = 0 the capacitor in the LRC circuit below has a charge Q0 and the current in the wire is I0 =0 (there is no current in the wire). Derive Q(t) and draw a qualitatively correct picture of Q(t) in thecase that the oscillation is only weakly damped. Show all your work

Picture (1) we can see the circuit where L=4mH, C=2uF and Vs is given in picture (2). The question asks the value of İc at t=8ms.  Note: The time (t) given in the graph is in mili seconds (ms) TIA

im looking at analysing RL and RC circuits (First order circuits) and im wondering how to determine the differential equations and general solutions for each case (including step response circuits using switches) what exactly is the process you would use to determine them for each case?

Conduct transient analysis on the following RL circuit. The pushbutton switch S1 is normally open. Consider this scenario: (1) Begin with switch S1 open, (2) close switch S1 long enough till the voltage across the inductor is almost zero, and then (3) open switch S1 for a long time beginning at time t = 0. We would like to demonstrate how an inductor can produce a high- voltage pulse across a load resistance R3 that is considerably higher than the circuit's power supply V1, a 1.5-volt supply. Consider R1 = 10 22, R2 = 10022, R3 = 47022, L1 = 33mH, Determine the voltage v across R3 after the switch S1 has been closed for a long time. Determine the equation that describes v (t) after the switch opens at time t = 0. Determine the magnitude of the peak value of v (t). How many times larger is this value compared to the original voltage source V1 = 1.5V? State the value of the circuit time constant T with the switch open. Plot v (t) over the time range ● ● - T ≤t ≤5T R1 www 102 V1 1.5 V.…

Method: Transient AnalysisAn electronics hobbyist is working on a circuit that includes two capacitors, an inductor, and two resistors. The capacitors are C1 with a capacitance of 20 microfarads and C2 with a capacitance of 10 microfarads. The inductor, L1, has an inductance of 10 millihenries. The resistors are R1 with a resistance of 500 ohms and R2 with a resistance of 200 ohms. The voltage source provides 25 volts at a frequency of 1000 Hz. The hobbyist would like to know the current and voltage across each component in the circuit at 20 milliseconds and 100 milliseconds after the voltage source is turned on. Can you help the hobbyist determine these values?SHOW STEP BY STEP SOLUTION

The following plot is a step response of a sixth order system. 1. Find the time domain specifications i.e. Tp. Tri. T. and P.O. 2. Find a second order system whose response matches the given response in the following sense a. The percentage overshoot and rise time b. The peak time and settling time c. The rise time and settling time You have to find three systems Aroude 1 14 13) 12 UP E ON ST 06 0.5 DA 03 63 DI 0 6 A W . -CA P.O.= e √1-2 Ts= 4 ζωη Satisfying 2% criteria 10 Control Systems Homework Problem 3 100 M 16 18 20 Step Response for 24 21 20 30 The P.O. -In (100) √²+In² (²00) Tr Tp 2.16+0.60 On 0.3<≤0.8 Onv T 1-32 and 10% to 90% value

Preform AC Steady-State analysis for the circuit calculating the time response function for VRC2, the green probe. R1 50 L1 10mH V1 C2 33u VOFF = 0 VAMPL = 15 FREQ = 200 AC = 0 R2 100

8. This problem is all about Second-Order Circuits. Please provide an ANSWER and FREE BODY DIAGRAM. Thanks!

(i) For the circuit below, draw the output waveforms for both the given input wave- forms. (ii) How can you convert this circuit into a half-bridge by removing any two compo- nents? Please draw a circuit diagram. Also, draw the current flow through the modified circuit. This can be done by annotating the modified circuit diagram. M (i) (ii)

The topic is about Applications of First Order Differential Equations. The problem given is about RL Circuits. The first image attached is how I want to answer the given problem which can be seen on the second image attached.  Please provide a complete solution. (of how I want to answer it) Thanks! Will give you a thumbs up.

Find the Power of the following discrete time signal x[n] = 2e^j3n Please give detailed steps

Solve this applications of differential equation about electric circuits

Design a parallel RLC circuit having 100 W, 220 V source and atotal impedance of 437.6993 ohms. The reactive capacitance ofthe circuit is 2652.5824 ohms. Find the value of R, L and CCircuit.   ps. pls include the diagram for the designed circuit

Explain the physical processes, that occur in RC and RL circuits when there are bursts of voltage being sent their way.

Homework3: A second-order series RLC circuit, shown in Figure below, has some damping due to the resistor. Determine: 1. The key parameters for this circuit in terms of R, L, and C. 2. The time response and the error signal for this system if it is called over damped system. i R in Vo Vi 8.