Capacitive Current in Nominal T Method Solution

STEP 0: Pre-Calculation Summary
Formula Used
Capacitive Current in T = Sending End Current in T-Receiving End Current in T
Ic(t) = Is(t)-Ir(t)
This formula uses 3 Variables
Variables Used
Capacitive Current in T - (Measured in Ampere) - Capacitive Current in T is defined as the current of the capacitor in a transmission line.
Sending End Current in T - (Measured in Ampere) - Sending End Current in T is defined as the amount of current injected into a medium transmission line from the source or injectors.
Receiving End Current in T - (Measured in Ampere) - Receiving End Current in T is defined as the magnitude and phase angle of current received at the load end of a medium transmission line.
STEP 1: Convert Input(s) to Base Unit
Sending End Current in T: 16.2 Ampere --> 16.2 Ampere No Conversion Required
Receiving End Current in T: 14.72 Ampere --> 14.72 Ampere No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
Ic(t) = Is(t)-Ir(t) --> 16.2-14.72
Evaluating ... ...
Ic(t) = 1.48
STEP 3: Convert Result to Output's Unit
1.48 Ampere --> No Conversion Required
FINAL ANSWER
1.48 Ampere <-- Capacitive Current in T
(Calculation completed in 00.004 seconds)

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Vishwakarma Government Engineering College (VGEC), Ahmedabad
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Osmania University (OU), Hyderabad
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19 Nominal T-Method in Medium Line Calculators

Receiving End Angle using Sending End Power in Nominal T Method
Go Receiving End Phase Angle in T = acos((Sending End Power in T-Power Loss in T)/(Receiving End Voltage in T*Receiving End Current in T*3))
Sending End Current using Losses in Nominal T Method
Go Sending End Current in T = sqrt((Power Loss in T/(3/2)*Resistance in T)-(Receiving End Current in T^2))
Voltage Regulation using Nominal T Method
Go Voltage Regulation in T = (Sending End Voltage in T-Receiving End Voltage in T)/Receiving End Voltage in T
Receiving End Voltage using Capacitive Voltage in Nominal T Method
Go Receiving End Voltage in T = Capacitive Voltage in T-((Receiving End Current in T*Impedance in T)/2)
Impedance using Capacitive Voltage in Nominal T Method
Go Impedance in T = 2*(Capacitive Voltage in T-Receiving End Voltage in T)/Receiving End Current in T
Capacitive Voltage in Nominal T Method
Go Capacitive Voltage in T = Receiving End Voltage in T+(Receiving End Current in T*Impedance in T/2)
Losses in Nominal T Method
Go Power Loss in T = 3*(Resistance in T/2)*(Receiving End Current in T^2+Sending End Current in T^2)
Sending End Voltage using Capacitive Voltage in Nominal T Method
Go Sending End Voltage in T = Capacitive Voltage in T+((Sending End Current in T*Impedance in T)/2)
Capacitive Voltage using Sending End Voltage in Nominal T Method
Go Capacitive Voltage in T = Sending End Voltage in T-((Sending End Current in T*Impedance in T)/2)
B Parameter in Nominal T Method
Go B Parameter in T = Impedance in T*(1+(Impedance in T*Admittance in T/4))
A-Parameter for Reciprocal Network in Nominal T Method
Go A Parameter in T = (1+(B Parameter in T*C Parameter))/D Parameter in T
Sending End Voltage using Voltage Regulation in Nominal T Method
Go Sending End Voltage in T = Receiving End Voltage in T*(Voltage Regulation in T+1)
Transmission Efficiency in Nominal T Method
Go Transmission Efficiency in T = Receiving End Power in T/Sending End Power in T
Sending End Current in Nominal T Method
Go Sending End Current in T = Receiving End Current in T+Capacitive Current in T
Capacitive Current in Nominal T Method
Go Capacitive Current in T = Sending End Current in T-Receiving End Current in T
Admittance using A Parameter in Nominal T Method
Go Admittance in T = 2*(A Parameter in T-1)/Impedance in T
Admittance using D Parameter in Nominal T Method
Go Admittance in T = 2*(A Parameter in T-1)/Impedance in T
Impedance using D Parameter in Nominal T Method
Go Impedance in T = 2*(A Parameter in T-1)/Admittance in T
A-Parameter in Nominal T Method
Go A Parameter in T = 1+(Admittance in T*Impedance in T/2)

Capacitive Current in Nominal T Method Formula

Capacitive Current in T = Sending End Current in T-Receiving End Current in T
Ic(t) = Is(t)-Ir(t)

What is the difference between Nominal T Method and Nominal π Method?

In the Nominal T model of the Transmission line, the whole shunt capacitance of the line is assumed to be lumped at the middle of the line. In the Nominal π Method, the shunt capacitance of each line i.e. phase to neutral is divided into two equal parts.

How to Calculate Capacitive Current in Nominal T Method?

Capacitive Current in Nominal T Method calculator uses Capacitive Current in T = Sending End Current in T-Receiving End Current in T to calculate the Capacitive Current in T, The Capacitive Current in Nominal T Method formula is defined as the current alters the charge on a capacitor, just as the flow of water changes the position of the membrane. More specifically, the effect of an electric current is to increase the charge of one plate of the capacitor and decrease the charge of the other plate by an equal amount. Capacitive Current in T is denoted by Ic(t) symbol.

How to calculate Capacitive Current in Nominal T Method using this online calculator? To use this online calculator for Capacitive Current in Nominal T Method, enter Sending End Current in T (Is(t)) & Receiving End Current in T (Ir(t)) and hit the calculate button. Here is how the Capacitive Current in Nominal T Method calculation can be explained with given input values -> 1.48 = 16.2-14.72.

FAQ

What is Capacitive Current in Nominal T Method?
The Capacitive Current in Nominal T Method formula is defined as the current alters the charge on a capacitor, just as the flow of water changes the position of the membrane. More specifically, the effect of an electric current is to increase the charge of one plate of the capacitor and decrease the charge of the other plate by an equal amount and is represented as Ic(t) = Is(t)-Ir(t) or Capacitive Current in T = Sending End Current in T-Receiving End Current in T. Sending End Current in T is defined as the amount of current injected into a medium transmission line from the source or injectors & Receiving End Current in T is defined as the magnitude and phase angle of current received at the load end of a medium transmission line.
How to calculate Capacitive Current in Nominal T Method?
The Capacitive Current in Nominal T Method formula is defined as the current alters the charge on a capacitor, just as the flow of water changes the position of the membrane. More specifically, the effect of an electric current is to increase the charge of one plate of the capacitor and decrease the charge of the other plate by an equal amount is calculated using Capacitive Current in T = Sending End Current in T-Receiving End Current in T. To calculate Capacitive Current in Nominal T Method, you need Sending End Current in T (Is(t)) & Receiving End Current in T (Ir(t)). With our tool, you need to enter the respective value for Sending End Current in T & Receiving End Current in T and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
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