Vs Rs + R₁ R₂ ww (a) Relate vo in the circuit above to Us. R3 ww Vo RL
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- A high voltage engineer cascades having 6 stages Each in the circut . each stages capacitance is 15 nF and Input voltage to the circuit is 100kV at 100 Hz and the load current is 1mA. so this voltages not enough with one moudle . So How much moudle can be connect in cascades fashion .Justify your opinion with relevant mathematical analysis.transform the circuit in phasor domain representation a) Determine the value of branch current, I1 and I2b) Determine the value of voltage across resistor, R1, R2 and R3c) Determine the value of voltage across capacitor, C1 and C2d) Determine the value of voltage across inductor, L.. For the circuit shown in figure. The value of Zi is .................. kohm . * 82.86 104.86 84.86 92.86 99.86 108.86 The value of re is ..............ohm. . * 4.718 9.418 5.218 7.918 8.318 6.818 The value of Zi is .................. ohm . NOTE: use with CE in place (bypassed) * 720.67 630.67 650.67 640.67 710.67 680.67 The value of Av is .................. . NOTE: use with CE in place (bypassed) * -382.675 -272.675 -282.675 -362.675 -322.675 -392.675 The value of Av is .................. . * -1.805 -1.205 -1.105 -2.506 -2.405 -2.706 The…
- Consider the system in the figure: Graph the geometric places of the roots as the k-value varies from 0 to infinity.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 t2) a. For the circuit shown below, use the Branch Current Method to find an expression for i3 in terms of the circuit components. [ ans: i3 = -Va (R1 + R2)/ (RI R2 + R2 R3 +RI R3) ] b. Do at least two ranging checks on the answer of part a. c. Evaluate the voltage across R3 for the component values given. | ans: v = - 600 mV ] R, Values: Va = 1.0 v R1 = 100 2 R3 R2 = 200 2 R3 = 100 2 a. Use the Branch Current Method to derive an expression for v3 in the circuit below in terms of the other parameters of the circuit. (Hint: Solve for iz first.) W- R, ww | V,R, - V,(R, +R2)], V3= R3 R,R2 +R;R3+R,R3 [ans: b. Perform a units check on this equation. c. Perform one ranging check on this equation. ww
- find the thevanin equivalent cirucit. 1.) find Vth 2. Find RTH by using the short circuit current. include notes so I can follow throughQ) A source vs(t) = Vcos 100nt has an internal impedance of (4 + j3)0. If a purely resistive load connected to this source has to extract the maximum power out of the source, its value in should be?V, = @sin(@t) + 2@ cos(@t). For this 6. A LRC circuit below is used to modify an input voltage applicatio, = 2 ydurāifidrentidi equation gnlist be in terms of %3D charge 9 notes to generate the general solution. No other method will be accepted. Use two decimal point accuracy. You . You must use the complimentary and particular solution method as shown in your are given that -2N@² + 20N = 2@ and -2M@² +20M = 2@¸ which you must use to simplify your particular solution when you equate coefficients. L HH Va VL Vc keo = Im sin(ot) Vs
- Analyze and redraw the complex circuit into a simple circuit diagram. At circuits #1 and #2, solve for: a. Rt b.It c.V at 5 ohm resistor d.I at 5 ohm resistor e.P at 5 ohm resistorFundamentals of Electrical Engineering 2020/2021 Dr. Yaseen H. Tahir Example: Find the equivalent conductance GAB for the circuit in Figure below and then find RAB- 2 mS ww 1mS A GAB - 36mS 3 mS 4mS: Solution: to CGAD= 8.493 MS R-1177.43o2 AB %3DA resistor of 12ohms and an inductance of 0.025H are connected in series across a 50Hz supply. What values of resistance and inductance when connected in parallel will have the same resultant impedance and p.f. Find the current in each case when the supply voltage is 230V