Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN: 9780133923605
Author: Robert L. Boylestad
Publisher: PEARSON
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- Apply the R.C (Routh Criterion) on the following polynomial, to find how mar roots with positive real part. D(s) = s5 + 3s4 + 6s3 + 18s² – 4s – 12 = 0arrow_forwardDo not use laplace transform to solve.arrow_forwardc) Given x(t) = 4r(t + 2) – 4r(t) – 4u(t – 2) – 4r(t – 4) + 4r(t – 5) Find and sketch y(t) = x(2t - 4)arrow_forward
- Please help me for Question 9arrow_forwardTen Thyristors has been connected in a string circuit with source voltage 20kV. This string circuit was used in a laboratory. The maximum leakage current (0.76mA), recovery charge difference (5µC), all resistors are (1kN) and all capacitors are (15µF). If the steady state derating factor be (15%). Find the maximum voltage at the steady state and derating factors at transient factors?arrow_forwardCharging Capacitor: For a charging capacitor the Kirchoff's Loop Rule gives R E – IR C ww C In this case the current is entering the positive plate so I = dQ/dt = CdAVc/dt and we get dVc E – RC - Vc = 0 dt The solution to the differential equation is V.(t) = E (1 – e-t/(RC)) (charging capacitor) Notice that V.(0) = 0 and V.(0) = E as we expect for a charging capacitor. 5. You can easily find the time constant if you are given a graph of voltage across a charging capacitor as a function of time. Whent = RC, the voltage across the capacitor is V.(t = RC) = E(1 – e-1) × 0.63 E. Therefore the time constant is just how long it takes for AV(t) to reach 63% of the EMF. The graph shows the voltage across a charging capacitor as a function of time. The resistance of the circuit is 7.5 kN. а. Determine the capacitance of the capacitor. 10 8 60 40 time (ms) 20 80 100 b. What is the current at t = 10 ms? Hint: the easiest way to do this is to use the loop rule. (volts) 4.arrow_forward
- This is a signals and system question don't use Laplace and solve it in an engineering methodarrow_forwardAssuming an uncharged capacitor in the figure below, use Laplace tranform to find an expression for the voltage across the capacitor after the switch closes at t = 0. Find the time constant, rise time, and settling time for the calculated voltage. [Sections: 4.2.4.3] 5 V t=0 192 0.3 Farrow_forwardDefine the signum function sgn(t) and find out its relation with the unit step funcntion u(t).arrow_forward
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