Receiving End Voltage using Capacitive Voltage in Nominal T Method Solution

STEP 0: Pre-Calculation Summary
Formula Used
Receiving End Voltage in T = Capacitive Voltage in T-((Receiving End Current in T*Impedance in T)/2)
Vr(t) = Vc(t)-((Ir(t)*Zt)/2)
This formula uses 4 Variables
Variables Used
Receiving End Voltage in T - (Measured in Volt) - Receiving End Voltage in T is the voltage developed at the receiving end of a transmission line.
Capacitive Voltage in T - (Measured in Volt) - Capacitive Voltage in T is defined as the voltage of the capacitor in a transmission line.
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.
Impedance in T - (Measured in Ohm) - Impedance in T is defined as the amount of opposition faced by the direct or alternating current when it passes through a conductor component, circuit.
STEP 1: Convert Input(s) to Base Unit
Capacitive Voltage in T: 387 Volt --> 387 Volt No Conversion Required
Receiving End Current in T: 14.72 Ampere --> 14.72 Ampere No Conversion Required
Impedance in T: 9.07 Ohm --> 9.07 Ohm No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
Vr(t) = Vc(t)-((Ir(t)*Zt)/2) --> 387-((14.72*9.07)/2)
Evaluating ... ...
Vr(t) = 320.2448
STEP 3: Convert Result to Output's Unit
320.2448 Volt --> No Conversion Required
FINAL ANSWER
320.2448 Volt <-- Receiving End Voltage in T
(Calculation completed in 00.004 seconds)

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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)

Receiving End Voltage using Capacitive Voltage in Nominal T Method Formula

Receiving End Voltage in T = Capacitive Voltage in T-((Receiving End Current in T*Impedance in T)/2)
Vr(t) = Vc(t)-((Ir(t)*Zt)/2)

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 Receiving End Voltage using Capacitive Voltage in Nominal T Method?

Receiving End Voltage using Capacitive Voltage in Nominal T Method calculator uses Receiving End Voltage in T = Capacitive Voltage in T-((Receiving End Current in T*Impedance in T)/2) to calculate the Receiving End Voltage in T, The Receiving End Voltage using Capacitive Voltage in Nominal T Method formula is defined as the voltage at the receiving end of the medium transmission lines. Receiving End Voltage in T is denoted by Vr(t) symbol.

How to calculate Receiving End Voltage using Capacitive Voltage in Nominal T Method using this online calculator? To use this online calculator for Receiving End Voltage using Capacitive Voltage in Nominal T Method, enter Capacitive Voltage in T (Vc(t)), Receiving End Current in T (Ir(t)) & Impedance in T (Zt) and hit the calculate button. Here is how the Receiving End Voltage using Capacitive Voltage in Nominal T Method calculation can be explained with given input values -> 319.288 = 387-((14.72*9.07)/2).

FAQ

What is Receiving End Voltage using Capacitive Voltage in Nominal T Method?
The Receiving End Voltage using Capacitive Voltage in Nominal T Method formula is defined as the voltage at the receiving end of the medium transmission lines and is represented as Vr(t) = Vc(t)-((Ir(t)*Zt)/2) or Receiving End Voltage in T = Capacitive Voltage in T-((Receiving End Current in T*Impedance in T)/2). Capacitive Voltage in T is defined as the voltage of the capacitor in a transmission line, 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 & Impedance in T is defined as the amount of opposition faced by the direct or alternating current when it passes through a conductor component, circuit.
How to calculate Receiving End Voltage using Capacitive Voltage in Nominal T Method?
The Receiving End Voltage using Capacitive Voltage in Nominal T Method formula is defined as the voltage at the receiving end of the medium transmission lines is calculated using Receiving End Voltage in T = Capacitive Voltage in T-((Receiving End Current in T*Impedance in T)/2). To calculate Receiving End Voltage using Capacitive Voltage in Nominal T Method, you need Capacitive Voltage in T (Vc(t)), Receiving End Current in T (Ir(t)) & Impedance in T (Zt). With our tool, you need to enter the respective value for Capacitive Voltage in T, Receiving End Current in T & Impedance 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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