V₁ I₁ www R₁ L₁ mon Ir Rf > www R₂ Im Lm L2 ୮୪୪୪ 12 RL ୮୪୪୪ LL The equivalent circuit for a transformer or induction motor is similar to that shown in the "T-Circuit" schematic diagram. The unknowns may be found from a variety of circuit theory methods. Mesh analysis using MATLAB is suggested. Given R1 = 1 ohms; L1 = 0.01 H; Rf = 1000 ohms; Lm = 8 H; R2 = 1 ohms; L2 = 0.01 H; RL = 200 ohms; LL = 0; and V1 = 480 V. Assume V1 is the reference for phase angle. Determine the magnitude V2. Round to the nearest integer value of volts. Determine angle of V2. Round to the nearest tenth of degrees.

. In the transformer shown in the below figure, the inductance measured across the terminal 1 and 2 was 4 H with open terminals 3 and 4. It was 3 H when the terminal 3 and 4 were short circuited. The circuited. The coefficient of coupling would be 12 TV₁ Lp 20- M #33 L₁=2H ↑ V₂ 04

Application: Construct the circuit in figure. R= 2,2KN, L = 1 mH, and C= 10 nF. L Necesssary Formulae: 1 Xc 2.π.f.C X.-2. π.f. L By using the formulea perform the calculations of Xc and XL then fill the table. f (Hz) Xc XL 50000 60000 70000 80000 90000 100000 110000 120000 130000 140000

For the circuit in Figure: 1) Set up the equation for the upper supermesh. Response format: Ai1 ± Bi2 ± Ci3 ± Di4 = E 2) Set up the auxiliary equation for the top supermesh. Response format: Ai1 ± Bi2 ± Ci3 ± Di4 = E 3) Set up the equation for the lower supermesh. Response format: Ai1 ± Bi2 ± Ci3 ± Di4 = E 4) Set up the auxiliary equation for the lower supermesh. Response format: Ai1 ± Bi2 ± Ci3 ± Di4 = E 5) What is the value of ix in A?

i need the answer quickly

. In the transformer shown in the below figure, the inductance measured across the terminal 1 and 2 was 4 H with open terminals 3 and 4. It was 3 H when the terminal 3 and 4 were short circuited. The circuited. The coefficient of coupling would be 12 TV₁ Lp 20- M #33 L₁=2H ↑ V₂ 04

For the machine given in the figure has state diagram as 2-1 MUX X1 Y. CLK Select A A%3D0 A=0 A 0 A=1 A=1 (A) (B) Q=1 Q-0 Q=1 A=D0 A=0 A=1 A=1 A-0 A-0 (C) (D) Q=0 Q=1 A=1-

Number of coil windings 300; slit width 12 mm How can I get the calibration factor by using ampere's law? Plz explain in detail

The folkwing results were obtained on 220/440V transformer First Test:120W,12A, 30 V Second Test: 70 w, 3A, 225V Cakulate the circuit constants and show them on an approximate equivakent circut.

n 7 In step up transformer, secondary turns are less than primary turns. out of Select one: O True uestion O False VION MS team link Jump to... search Chp