A source having an output impedance of 600 Ω is to be connected to a load so that the terminal voltage drops by no more than 5 percent of its open-circuit value. The minimum value of the load is
(a) 11.4Ω
(b) 32Ω
(c) 570Ω
(d) 70Ω
A source having an output impedance of 600 Ω is to be connected to a load...
A balanced Y-connected load with a phase impedance of 10 + j 4 Ω is supplied by a balanced, positive sequence Δ-connected voltage source having Vab 208∠0o V. Given that the line impedance is 0.8 + j 0.3 Ω per phase. (i) Construct a single-phase equivalent circuit of the three-phase system. (ii) Calculate the phase currents of the load. (iii) Calculate the line voltages at the load.
A balanced Y -connected load having an impedance of 92+j21Ω/ϕ is connected in parallel with a balanced Δ -connected load having an impedance of 150∠ 0 ∘ Ω/ϕ . The paralleled loads are fed from a line having an impedance of j1Ω/ϕ . The magnitude of the line-to-line voltage of the Δ -load is 8150 V . A. Calculate the magnitude of the current in the line feeding the loads. B. Calculate the magnitude of the phase current in the...
A radio transmitter is connected to an antenna having impedance 8 + j40 Ω with a 50 coaxial cable. If the transmitter can deliver 30 W to the load, how much power is delivered to the antenna? a. (10 Marks) b. Alossless 50 ohms transmission line is connected to unknown load impedance. Voltage measurements along the line reveal that the maximum and minimum voltage values are (1)volts and (V2 - 1)volts respectively. The distance at which maximum voltage is observed...
A balanced, positive-sequence, Y-connected voltage source with Ean-277Vr is applied to a balanced-A load with Za-30+jd0)Ω The line impedance between source and load is ZL-(4+j3Q for each phase. Determine: a. Convert the Δ-load to its equivalent Y-load, and sketch the circuits b. Line currents C. The Δ-load currents d. Voltages at the load terminals
A Δ-connected source supplies power to a Y-connected load in a three-phase balanced system. Given that the line impedance is (1 + j1) Ω per phase while the load impedance is (6 + j4) Ω per phase, find the magnitude of the line voltage at the load. Assume the source phase voltage Vab= 208 ∠0° V rms. The magnitude of the line voltage at the load is _______ Vrms.
A 208 –volt, Δ-connected generator supplies power to a-connected load of impedance 24 + j6 Ω/Φ through lines of impedance 1+ j1 Ω/Φ a) Draw the Y-equivalent per-phase circuit; b) Determine the line current; c) Determine the power absorbed by the load; draw the power triangle; determine the power factor; d) Determine the power lost in lines; e) Determine the total power supplied by the generator; draw the power triangle; f) Determine the power factor angle of the generator.
A amplifier is to be designed to amplify a signal from a voltage source having an internal impedance of 1 kΩ resistive and drive a load having an impedance of 500 Ω resistive. The signal loss due to loading should not exceed 2 dB at either the input or the output. What is the minimum input impedance and maximum output impedance the amplifier can have?
A balanced delta connected load of 15+?18 Ω per phase is
connected at the end of a three-phase line as shown in Figure 1.
The line impedance is 1+?2 Ω per phase. The line is supplied from a
three-phase source with a line-to-line voltage of 207.85 V rms.
Taking the phase voltage ??? as reference, determine:
1. Total complex powers of the line and the load.
2.A delta connected capacitor bank is connected in parallel with
the load to improve...
please quickly Q=65 For each phase, the star connected load formed by the series connected elements whose values are Ry = 8Ω and Ly = 0.1H is connected to the star connected three phase voltage source with the line with the impedance Z = 3 + j5 Ω for each phase. What should be the effective value of the voltage source so that the load can absorb reactive power of total Q kVAr? What would be the tension at the...
1. (50 Points) angle phase voltage source supplies an RL load connected in parallel configuration throu given below: Load: R 500 and X j50 Ω. The voltage across the load is 20 kV. wire impedance : 2.5 +j20 Ω. Answer the following questions: (a) Represent the circuit in phasor domain. (b) Calculate the phasor current through the wire. (c) Calculate the voltage across the source. (d) Calculate the phasor current through the load resistance. (e) Calculate the complex power supplied...