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Electrical Power Systems

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370 <strong>Electrical</strong> <strong>Power</strong> <strong>Systems</strong><br />

<br />

HG<br />

Deq \ ln<br />

0. 013KJ<br />

=5.44<br />

I<br />

\ D eq = 0.013 e 5.44 = 3 m Ans.<br />

Example 14.6: A three phase equilateral transmission line has a total corona loss of 55 KW at<br />

110 KV and 100 KW at 114 KV. What is the disruptive critical voltage between lines? What is the<br />

corona loss at 120 KV.<br />

Solution:<br />

<strong>Power</strong> loss due to corona for three phases is given by<br />

P c = 3 ´ 244<br />

d<br />

(f + 25)<br />

Taking d, f, r and D are constants.<br />

\ P c a (V n – V 0) 2<br />

<br />

HG<br />

<br />

HG<br />

I KJ<br />

2<br />

r<br />

D (V n – V 0) 2 ´ 10 –5 KW/Km<br />

\ 55 a 110<br />

- V 0<br />

...(i)<br />

3<br />

I KJ<br />

2<br />

and 100 a 114<br />

- V 0<br />

3<br />

...(ii)<br />

Dividing eqn.(i) by eqn. (ii), we get<br />

55<br />

100<br />

2 b 0g<br />

2<br />

0<br />

635 . - V<br />

=<br />

65. 8 - V<br />

\ 635 . - V0<br />

65. 8 - V =0.74<br />

0<br />

b g<br />

\ V 0 = 57 KV.<br />

In the 2nd case,<br />

<br />

HG<br />

W a 120<br />

- V<br />

3<br />

\ W a (69.28 – V 0) 2<br />

Dividing eqn. (iii) by eqn. (i), we get<br />

W<br />

55 =<br />

2 b69. 28 - V0g<br />

2<br />

635 . - V<br />

b 0g<br />

0<br />

I KJ<br />

2<br />

...(iii)

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