Capacitance and reactance are the main parameters of the transmission line. It is distributed uniformly along the line. These parameters are also called distributed parameters. When the voltage drops occur in transmission line due to inductance, it is compensated by the capacitance of the transmission line.

The transmission line generates capacitive reactive volt-amperes in its shunt capacitance and absorbing reactive volt-amperes in its series inductance.The load at which the inductive and capacitive reactive volt-amperes are equal and opposite, such load is called surge impedance load.

It is also called natural load of the transmission line because power is not dissipated in transmission. In surge impedance loading, the voltage and current are in the same phase at all the point of the line. When the surge impedance of the line has terminated the power delivered by it is called surge impedance loading.

Shunt capacitance charges the transmission line when the circuit breaker at the sending end of the line is close. As shown below

Let V = phase voltage at the receiving end

L = series inductance per phase

X_{L} = series inductance reactance per phase

X_{C} = shunt capacitance reactance per phase

Z_{o} = surge impedance loading per phase

Capacitive volt-amperes (VAr) generated in the line

The series inductance of the line consumes the electrical energy when the sending and receiving end terminals are closed.

Inductive reactive volt-amperes (VAr) absorbed by the line

Under natural load, the reactive power becomes terminated, and the load becomes purely resistive.

And it is calculated by the formula given below

Surge impedance loading is also defined as the power load in which the total reactive power of the lines becomes zero. The reactive power generated by the shunt capacitance is consumed by the series inductance of the line.

If Po is its natural load of the lines, (SIL)_{1∅} of the line per phase

Since the load is purely resistive,

Thus, per phase power transmitted under surge impedance loading is (V_{P}^{2})/Z_{O} watts, Where V_{p} is the phase voltage.

If kVL is the receiving end voltage in kV, then

Surge impedance loading depends on the voltage of the transmission line. Practically surge impedance loading always less than the maximum loading capacity of the line.

If the load is less than the SIL, reactive volt-amperes are generated, and the voltage at the receiving end is greater than the sending end voltage. On the other hand, if the SIL is greater than the load, the voltage at receiving end is smaller because the line absorbs reactive power.

If the shunt conductance and resistance are neglected and SIL is equal to the load than the voltage at both the ends will be equal.

### Conclusion

Surge impedance load is the ideal load because the current and voltage are uniform along the line. The wave of current and voltage is also in phase because the reactive power consumed are equal to the reactive power generated by the transmission line.

Shaikh M. U.The article is very nice and self-explanatory.

Thanks!!

Nikhil KalerVery Nice Explaination in short

Nasrullah KhanIt is a good article. Lines are normally loaded 2 to 3 times of SIL MW

Ankit singhNice article

Well explained

AbhishekOne of the best articles…thank you, ma’am.