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Electrical Power Systems

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Capacitance of Transmission Lines 59<br />

calculation with the exception that the radius r of each conductor is used; If d is the bundle<br />

spacing, then for two conductor arrangement,<br />

Ds = bg rd<br />

1<br />

2 ...(3.31)<br />

or three conductor arrangement (equilateral triangle)<br />

Ds = r. d<br />

or a four conductor (quadruplex) arrangement,<br />

1<br />

2 3 e j ...(3.32)<br />

1<br />

3 4<br />

Ds = e 2 . r. dj<br />

...(3.33)<br />

Considering the line to be transposed, the capacitance per phase is given as<br />

<br />

HG<br />

Can = 00242 .<br />

eq<br />

log D<br />

D<br />

s<br />

I<br />

KJ<br />

m/km ...(3.34)<br />

3.6 CAPACITANCE O THREE PHASE DOUBLE CIRCUIT LINES<br />

igure 3.7 shows three phase double circuit line with the three sections of the transposition<br />

cycle.<br />

ig. 3.7: Three sections of three phase double circuit transposed line.<br />

Each phase conductor is transposed within its groups. The effect of ground and shield wires<br />

are considered to negligible. In this case per phase equivalent capacitance to neutral is<br />

Where<br />

<br />

HG<br />

Can = 00242 .<br />

eq<br />

log D<br />

D<br />

I<br />

KJ<br />

m/km ...(3.35)<br />

s<br />

b g 1<br />

3 ...(3.36)<br />

D eq = D D D<br />

ab bc ca<br />

b g 1<br />

D s = D D D<br />

sa sb sc<br />

3 ...(3.37)

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