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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)
A proton is moving with a velocity j = (2 x 106m/s) î + 3 x 10m/sſ in a constant magnetic field B = 0.21 Î - 0.5 Th. What is the magnetic force on the proton? 6.4 x 10-13k N -6.4 x 10-13N (6.4 x 10-249 - 2.4 x 10-137N (-2.56 x 10-13R) N
For parallel loads given, with load 2 is inductive (L), while load 3 is capacitive (C). Find the total a. average power, b. reactive power, c. apparent power, d. overall power factor pf of the network given. Load | 1 Load 2 Load 3 V = 220 V 20° O VAR 100 W 700 VAR (L) 200 W 1500 VAR (C) 300 W 10
A)= B)= C)= A vector is given by R 2.20 î + 2.40 j+ 2.92 k. (a) Find the magnitudes of the x, y, and z compon (b) Find the magnitude of R. (c) Find the angle between R and the x axis Find the angle between R and the y axis. Find the angle between R and the z axis.
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
4. (15 pts) For the circuit: Vs-14 /50 Volts, R-7 ?, L = j 3 ?, C = j 5 ?. a) Determine the impedance Zt that results in maximum average power transferred to Z. b) What is the maximum power transferred to the load impedance in a)? ZL Vs
How many different 10 letter words (real or imaginary) can be formed from the following lettersH,T,G,B,X,X,T,L,N,J
Obtain the power factor and the apparent power of a load whose impedance is Z = 60 + j40 12 when the applied voltage is v(t) = 155.56 cos(377t + 10°) V.
s Laws and Electric Power experiment dissipated in the load resister of the cireuit uppy A. β pits) b. Kirchhoff's the voltage from the power supply ε 2.0 RL The power dissipated W the voltage of the load resistance RL. The power diss | black (R where R, and R are ths load resistances, respectively istermal and the l B- (4 points) This triangle wave appears on the Oeillocope (in voits)., Calulate ( calculations) i Amplitude voltage Vo ii. The...
Example 1 The voltage across the load is v(t) = 60 cos(wt - 10°) V and the current through the element in the direction of I voltage drop is i(t) = 1.5 sin(wt + 50°) A. Find a) The complex and apparent powers b) The real and the reactive powers c) The power factor and the load impedance.