Авторы

DOI:

https://doi.org/10.71337/inlibrary.uz.scin.61324

Аннотация

With the growing demand for electricity in rural areas worldwide, improving the efficiency of energy supply and reducing network losses remain critical challenges. These issues are particularly significant for developing countries. Identifying and minimizing energy losses in power networks directly contribute to improving energy efficiency.


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ILM-FAN VA INNOVATSIYA

ILMIY-AMALIY KONFERENSIYASI

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32

CALCULATION OF ELECTRICITY LOSSES IN 6/10 KV OVERHEAD AND CABLE

POWER TRANSMISSION LINES

A.J. Isakov

F.E. Khojaev

https://doi.org/10.5281/zenodo.14511885

With the growing demand for electricity in rural areas worldwide, improving the

efficiency of energy supply and reducing network losses remain critical challenges. These
issues are particularly significant for developing countries. Identifying and minimizing energy
losses in power networks directly contribute to improving energy efficiency.

The total annual electricity losses in overhead power transmission lines are determined

as follows:

∆𝑊

ҳл

=

𝑃

ҳл

2

+𝑄

ҳл

2

10

3

∙𝑈

ҳл

2

∙ 𝑟

𝑜

∙ 𝐿

ҳл

+ ∆𝑃

салт.ўз

∙ 𝐿

ҳл

∙ Т

(1)

here:

𝐿

ҳл

- Length of the overhead lines;

𝑟

𝑜

- Specific active resistance of the overhead lines;

𝑃

ҳл

𝑎𝑛𝑑 𝑄

ҳл

, Т

– Active and reactive power flowing during the time interval. The time

interval for calculations is assumed to be 0.5 hours.

𝑈

ҳл

– Average voltage of the network

𝑃

сол.из

Power losses in insulators, determined by the following formula:

∆𝑃

𝑐ол.из

=

1000∙𝑃

𝑜

365∙24

(2)

here:

𝑃

𝑜

– For a 6 kV line, it is assumed as 0.011 kW/km, representing the power losses

per unit length of the insulator.

The electricity loss in cable lines is determined using the following formula:

∆𝑊

А

= 3К

э

∙ 𝑅

Σ

𝑡(𝐼

мин

2

+ (𝐼

макс

2

− 𝐼

мин

2

)𝛽) ∙ 10

−3

(3)

here,

𝑅

Σ

– Active resistance of the power transmission line;

К

э

– Equivalent resistance coefficient of the distribution network, determined based on

the graph in Figure 3;

𝑡

- Calculation period (excluding the line outage time), in hours;

𝐼

мин

and

𝐼

макс

- The minimum and maximum load values of the annual load graphs taken

for specific days, in amperes (A);

𝛽

– Shape coefficient.

By accurately calculating and analyzing power losses in overhead and cable power

transmission lines, the following results can be achieved:

Development of measures aimed at reducing electricity losses;

Ensuring balanced load distribution by optimizing load distribution across the lines;

Regularly inspecting insulators and network resistance to improve their technical

condition;

Analyzing load graphs to efficiently manage low and peak load points.
Thus, by applying methods for loss reduction and calculation techniques in power

networks, network efficiency is improved, energy savings are achieved, and economic
costs are significantly reduced.


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Conclusion.

Reducing electricity losses in overhead and cable power transmission lines

is a crucial step toward enhancing the efficiency and reliability of power networks. Accurate
loss calculations and effective management strategies allow for significant improvements in
energy systems.

First, optimizing load distribution and reducing losses ensure better utilization of

energy resources, contributing to improved energy efficiency. Second, regular inspection and
maintenance of insulators and network resistances enhance the reliability of the power
supply system by improving its technical condition.

Moreover, decreasing electricity losses leads to significant economic savings, reducing

energy production and distribution costs. These efforts also support sustainable development,
particularly in rural areas, by ensuring a stable power supply that fosters economic growth
and improves the quality of life.

In conclusion, systematic analysis, the application of advanced loss reduction strategies,

and the adoption of innovative technologies are essential for creating a sustainable, efficient,
and cost-effective power transmission system.