Published by Patrick Mutisya · 8 days ago
State the advantages of high‑voltage transmission.
Electrical power transmitted through a line is given by
\$P = VI\$
where P is power, V is voltage and I is current. For a given power, increasing the voltage allows the current to be reduced:
\$I = \frac{P}{V}\$
Since the resistive loss in a conductor is
\$\text{Loss} = I^{2}R\$
lower current means much lower losses. This is the fundamental reason for using high‑voltage transmission.
| Parameter | Low‑Voltage Transmission | High‑Voltage Transmission |
|---|---|---|
| Current for a given power | High (large I) | Low (small I) |
| Resistive losses (I²R) | Very high | Much lower |
| Conductor size required | Thick, expensive | Thinner, cheaper |
| Maximum feasible distance | Short (tens of km) | Long (hundreds of km) |
| Voltage drop along line | Significant | Minimal |
Transformers step the voltage up for transmission and step it down for distribution:
High‑voltage transmission is essential for efficient, economical, and reliable delivery of electrical energy over long distances. By reducing current, it minimises resistive losses, allows the use of lighter conductors, and enables the power grid to serve large, dispersed populations.