Transmission Line Current
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Find Transmission Line Current



Given data: Bus 1 sending station voltage =
°

Polar to Rectangular conversion , VS, sending = R + j



Given data: Bus 2 receiving station voltage =
°

Polar to Rectangular conversion, VR, receiving = R + j



Adding two voltage vectors, Vs + Vr


Subtraction of two vectors (Vs - Vr)
= R + j

(Vs - Vr) in polar form
= °


Transmission line impedance connecting sending station bus B1 to receiving station bus B2 =
Z = °


Shunt reactors are needed in a long transmission to regulate the voltage at the receiving station. By looking at the voltage characteristic graph shown below. The graph used straight line for visualization purposes only. If a long transmission line don't have shunt reactors, you will notice big problem in voltage regulation from no load condition, surge impedance loading (SIL), full load condition, and short circuit condition during disturbances in transmission line.




Current flow from Bus B1 to Bus B2 = (Vs - Vr) / Z
/ = Magnitude

- = Angle

Current in polar form = Amp °


Every time you make changes, you should click the solve button



Practice Exercise : Calculate the current flow

Hint: voltage is given in kV, remember to multiply by 1000 the given kV value
The sending voltage phase angle of 90 degree and receiving voltage phase angle of 0 degree was selected to compute the maximum power transfer and also the maximum current flow.

🔗 270 🔗 141 🔗 142 🔗 286 🔗 231 🔗 319 🔗 321 🔗 322

🔗 323 🔗 67

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