The Fig. 1 shows the arrangement if the conductors are bundled one

Fig. 1 |

The conductors of any one bundle are in parallel and charge per bundle is assumed to divide equally between the conductors of bundle.

The composite or stranded conductors touch each other while the bundled conductors are away from each other. The typical distance is about 30 cm and more. The conductors of each phase are connected by using connecting wires at particular length.

Due excessive corona loss, the round conductors are not feasible for use for voltage level more than 230 kV. It is preferable to use hollow conductor in substations while bundled conductors in transmission lines.

Following are advantages of bundled conductors.

1. Low radio interference and corona loss.

2. Reduced voltage gradient at conductor surface.

3. Increase in capacitance.

4. Low reactance due to increase in self GMD.

5. Increase in surge impedance loading.

If the charge on phase a is q

_{a }then charge on each of the conductors a and 'a' will be q_{a}/2. Same is the case with remaining two phases. This equation is similar to the expression we have written for 3 phase line with unsymmetrical spacing. Combining the terms we get

Thus, for a two strand bundle

For a three strand bundle

__1.1 Stranded Conductor__

The stranded conductor usually has a central wire which is surrounded by the layers of wires. These layers consists of 6, 12, 18, ......... wires successively. Thus the total strands are 7, 13, 19 .............. .

Such a stranded conductor with 37 strands is shown in the Fig. 2.

Fig. 2 |

Let d = diameter of each strand

Then the total diameter of a stranded conductor (cable) is given by,

d

_{c }= (2 n + 1) d where n = number of layers in which the strands are arranged around central strand.

The stranded conductor is specified as number of strands and diameter of strand.

For example 7/0.295 mm which indicates 7 strands with 0.295 mm diameter of each strand.

If at all the number of layers are not specified then the number of layers can be calculated as number of strands and layers are related to each other by the equation,

x = 3n

^{2}+ 3n + 1 where x = number of strands

and n = number of layers

The stranded number of strands in each successive layer from inner to outer is 6, 12, 18, 24 .......

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ReplyDeleteThats an excellent equation solve it about the bundled conductors which used is the electrical instruments and mostly students of electrical engineering are confuse with this equation and face many problems so they should take the lesson from this post or hire the best case study service for any kind of academic help.

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