The receiving-end power factor is leading.
The receiving-end.
Increase in power factor and voltage.
Transmission efficiency of a transmission line increases with the Increase in power factor and voltage.
Capacitance effect.
Under no-load conditions, the current in a transmission line is because of Capacitance effect.
Bothe (b) and (c) combined is Ferranti effect.
The sending -end voltage is less than receiving -end voltage.
In a long transmission line under no-load condition The sending end voltage is less than receiving end voltage.
The line is lightly loaded.
Ferranti effect on long overhead lines is experienced when the line is lightly loaded.
Long and unloaded
Ferranti effect happens in transmission line when the line is Long and unloaded.
A and D are equal
1, Z, 0 and 1
1
Equal to D
AD ? BC = 1
?AD + BC = ? 1
Slightly less than unity leading
48 ohm
33 ohm
Surge impedance and characteristic impedance for a transmission line are the same.
Geometrical configuration of the conductor.
The characteristic impedance of a transmission line depends upon the Geometrical configuration of the conductor.
The operating frequency of the line.
For a lossy transmission line, the characteristic impedance does not depend on the operating frequency of the line.