Problem 2 A balanced three-phase source is supplying power to four balanced parallel loads. The distribution line connecting the source to the load has an impedance of (5+j1) Q/0. The line voltage at the terminals of the load is 120V3 V. • Load 1 is purely resistive and absorbs 30 kW. • Load 2 is A-connected and has an impedance of (90-j30)2/0. • Load 3 absorbs 10KVA at pf= 0.8 lagging. • Load 4 absorbs 24 KW at rf = 0.6 lagging. %3D 1. Find the Complex Power associated with loads 1, 2,3 & 4. 2. Find the magnitude of VAN- 3. Draw the a - phase with loads described by their complex power. 4. Find the equivalent load in terms of complex power. 5. Re – draw the a – phase with the equivalent load (complex power) 6. Find the magmitude of the line current |Iaa|- 7. Find the complex power associated with the line. 8. Find the complex power associated with the Source. 9. Find the line voltage at the source terminals.

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Problem 2
A balanced three-phase source is supplying power to four balanced parallel loads.
The distribution line connecting the source to the load has an impedance of (5+j1)
2/0. The line voltage at the terminals of the load is 120V3 V.
Load 1 is purely resistive and absorbs 30KW.
• Load 2 is A-connected and has an impedance of (90-j30)/0.
• Load 3 absorbs 10KVA at pf= 0.8 lagging.
• Load 4 absorbs 24 KW at rf= 0.6 lagging.
1. Find the Complex Power associatedwith loads 1, 2,3 & 4.
2. Find the magnitude of VAN.
3. Draw the a – phase with loads described by their complex power.
4. Find the equivalent load in terms of complex power.
5. Re - draw the a - phase with the equivalent load (complex power).
6. Find the magnitude of the line current |Iaa|.
7. Find the complex power associated with the line.
8. Find the complex power associated with the Source.
9. Find the line voltage at the source terminals.
Transcribed Image Text:Problem 2 A balanced three-phase source is supplying power to four balanced parallel loads. The distribution line connecting the source to the load has an impedance of (5+j1) 2/0. The line voltage at the terminals of the load is 120V3 V. Load 1 is purely resistive and absorbs 30KW. • Load 2 is A-connected and has an impedance of (90-j30)/0. • Load 3 absorbs 10KVA at pf= 0.8 lagging. • Load 4 absorbs 24 KW at rf= 0.6 lagging. 1. Find the Complex Power associatedwith loads 1, 2,3 & 4. 2. Find the magnitude of VAN. 3. Draw the a – phase with loads described by their complex power. 4. Find the equivalent load in terms of complex power. 5. Re - draw the a - phase with the equivalent load (complex power). 6. Find the magnitude of the line current |Iaa|. 7. Find the complex power associated with the line. 8. Find the complex power associated with the Source. 9. Find the line voltage at the source terminals.
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