For the circuit shown, determine the current through the 2+j5 ohms impedance. 1 2л jsn mm 2 B Loa D sươn Ban jios 100 20 A 40
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- For the circuit shown if VS=j50VAC and V1=j30VACa) the node voltage a (va)b) The voltage of node b (vb) 0For the mutual electric circuit shown in figure beside, find the set values of mesh currents 11 &12? * 10020, Volt -19Q i1=22.1-j7.4 Ai2=5.96-j0.01 A i1=22.1-j7.4 Ai2=5.96+j0.01 A i1=22.14j7.4 Ai2=5.96-j0.01 A O OO0O0 i1=22.14j7.4 Ai2=5.96+j0.01 AThe voltage applied to a system composed of two pure elements connected in parallel is U = 141.1 sin (6280t-40) and i = 28.28 sin (6280t + 20). a- Find these two element values? b- Find the power spent on my site?
- Solve by applying Millman's theorem, apply D.V.V and D.V.C where can be applied. a) Find all b) Power balance c) LVK on meshes and LCK on main nodes d) Mark the currents and their direction e) Mark the voltages and their polarity f) elaborate the oriented graph of E0TOPIC: Ohm's Law, Power and Generating Direct CurrentDirect Current Circuit AnalysisInductor, Capacitor, Generating Alternating Current Please Answer in complete solution: V6 R45 R2345 Itotal I2 I1 VtotalTOPIC: Ohm's Law, Power and Generating Direct CurrentDirect Current Circuit AnalysisInductor, Capacitor, Generating Alternating Current Please Answer: Itotal I2 I1 Vtotal
- In a chopper circuit the supply power of 2834 W and efficiency is 43 %. Calculate the load power obtained in the circuit a. 1219 W b. 12186 W c. 2834 W d. 2838 WIf all impedances in Figure Q2 are 15+j45 Ω. Calculate the neutral line current.Show the derivation of the formula in transforming Delta (or Pi ) Network to Wye (or T) Network and vice-versa.
- Define 1 ?AC power, power factor and power triangle A series circuit has R=10 Ω, L= 50 mH and C= 100µF is supplied with 200V,50Hzsupply. Find (i) impedence (ii) current (iii) power(iv) power factor (v) voltage drop acrosseach elementCurrent | I | What is the value (maximum value of the current)?Values of circuit elements:V= 120 phase 50 VR1= 5 OhmsR2= 12 OhmsR3= 12 OhmsL1= j10 OhmsL2= j10 OhmsM= j13 OhmsC1= -j17 OhmsC2= -j17 OhmsQuestion oneA balanced star connected load comprises of 20 ohm resistance and 0.07 Henry inductance in each branch. If the load supplied with 415V at 50Hz, calculatea) the line currentb) the power factorc) the total power supplied to the load PLEASE FOLLOW THIS APPROACH TO SOLVE THE QUESTION. THANK YOUStep OneDeduce the inductive reactance.STEP TwoWrite down a rectangular expression for the impedance per branch.STEP ThreeConvert the rectangular expression into polar expression.STEP FourBecause impedance will be involved in the analysis deduce the phase voltage.STEP FiveSolve for the phase current and hence the line current.STEPVSixUse the phase angle of the current to deduce the power factor. STEP SevenFind the apparent power.