4, (15 pts) For the circuit: Vs 14 /50 Volts, R-7 ?, L-13 ?, C--j 5 ?. a) Determine the impedance Zi that results in maximum average power transferred to Z b) What is the maximum power transferred to the load impedance in a)? ZL Vs
4. (15 pts) For the circuit: Vs : 14 /50 Volts, R 7 ?, L 13 ?, C -j 5 ?. a) Determine the impedance Z that results in maximum average power transferred to Zu b) What is the maximum power transferred to the load impedance in a)? ZL Vs
For the circuit shown above, (a) determine the impedance ZL results in maximum average power transfer to ZL ? (b) What is the maximum average power transferred to the load impedance determined in (a) ? 20/0° © 2003 -j6n+ Z For the circuit shown above, (a) determine the impedance ZL results in maximum average power transfer to ZL? (b) What is the maximum average power transferred to the load impedance determined in (a) ?
(a) Thevenize the circuit at terminals a-b as shown in Figure-4 (b) What should be the load impedance, Zi for maximum power transfer? (c) What is the maximum power that can be transferred to load ZL? Q4: [12+2+6] 3 Ohms 2 Ohms zLoad Volts (RMS) 1 Ohm 0.2 I1 Figure-4
Q1. (20pts) Consider a lossless transmission line with characteristic impedance Zo=50 Q is used to connect a sinusoidal source with internal resistance Rs=50 2, and 10 Volts peak value to feed a load of ZL=300 Q. At an operating signal wavelength of do, the length of the transmission line is L=2.25o. Determine the followings: a) Standing wave ratio on the line b) Average power delivered to the load in dBm. c) The voltage and current phasor expressions on the transmission...
(a) Given a circuit in Figure Q4(a): (1) State the condition for maximum average power transfer to the load impedance. Z (2 marks) (1) Determine the load impedance, Z (4 marks) (in) Find the maximum average power (5 marks) Lt mm JI R RE 492 120° A 20 C. 70.502 W ZL 1 Figure Q4(a) An air conditioner operates at 240V... at a frequency of 60 Hz. It absorbs an average power of 9 kW at a lagging power factor,...
Please show all your work clearly and write out explanations. I know the solution involves a cotangent equation but I don't know where it comes from. Can you please show a derivation for that equation? thanks Problem 2.29 A 50-MHz generator with Z, 50 2 is connected to a load 2L = (50_/25) Ω The time-average power transferred from the generator into the load is maximum when Zg = , where ZL is the complex this condition without changing Zg,...
1) Given the circuit below, with v(t) = 15 sin(377t - 10°) volts, R = 250, L = 30mH, and C = 60uF; answer the following: VRO) m vo 18 v.CO — volt) a. Determine: V, VR,V,Vc, and ī b. What is ZT? c. What is the power consumed by each component?
L 10000 L 0000 v(t) R С R LOAD M M In the above v(t)=Acos(176), R=3 Ohms, L= 14 Henries and C=20 Farads. Find the required impedance of the load that will lead to maximum average power transfer. Lütfen birini seçin: O a. 3,00-j(-0,04) Ob. 3,00+j(-0,04)
Rg = 50ohm Max power is transferred when load is complex conjugate of system resistance Therefore for Load Impedance,Zl = 50 - j*(2*pi*2.5*10^3*5*10^-3) => 50 - 78.54 j Resistance in Load,R = 50 ohm Capacitance in Load,C = 8.106*10^-7 F = 0.8106 micro Farad d.Determine the apparent power | S |, reactive power Q, and the power factor pf associated with the source. 5 mH High-Q inductor Function Generator Vs Load 2.5 KHz 5 V rms OV DC offset Ground