Loose Leaf for Engineering Circuit Analysis Format: Loose-leaf
Loose Leaf for Engineering Circuit Analysis Format: Loose-leaf
9th Edition
ISBN: 9781259989452
Author: Hayt
Publisher: Mcgraw Hill Publishers
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Chapter 12, Problem 35E
To determine

The line current, the power taken by the combined load and the power factor of the load for the given condition.

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5. The figure below shows two star connected loads with three phase power. The voltage source is 120Z0°. The loads are Z₁ = 10 + j4 № and Z₂ = 2 +j3 №. The cables are negligible. Calculate: a) the line and phase current. b) the real power from the source. c) the reactive power of the circuit. Is V N Z₁ Z₁ Z₁ Z₂ Z₂ N N Z₂
Q-3-) a V346.41 V b Z=0+339 Z=0+j3Q Z=0+/39 m Line V₂ R R R=1252 Star-Connected load R b-) Find the voltage drop value in the energy distribution line. c-) Find the voltage V₂ at the load ends at the end of the line. R B R R=1892 Delta-Connected load In the figure above, two balanced 3-phase delta and star-connected loads are connected in parallel to a balanced three-phase power distribution line. Delta and star connected loads are completely resistive and the resistance values per phase are 18 2 and 12 22, respectively. The phase-to-phase voltage value of the source feeding the line is 346.41 V (rms), and it is assumed that the three-phase network between the source and the load has an inductive reactance value of 3j 2 per phase. a-) Find the total current drawn from the source, active and reactive power values by selecting the Van voltage as a reference value.
In the circuit in the figure; L1 load draws 15 kVA with lagging power factor 0.6. The L2 load draws 6 kVA with a leading power factor of 0.8. According to this; What is the value of the complex power for the L2 load?

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Loose Leaf for Engineering Circuit Analysis Format: Loose-leaf

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