Reflected Voltage using Impedance-1 (Line PL) Solution

STEP 0: Pre-Calculation Summary
Formula Used
Reflected Voltage = Reflected Current*Impedance of Primary Winding*(-1)
Er = Ir*Z1*(-1)
This formula uses 3 Variables
Variables Used
Reflected Voltage - (Measured in Volt) - Reflected Voltage is the voltage that is reflected in the transmission line during transient condition.
Reflected Current - (Measured in Ampere) - Reflected Current is defined as the current wave that is traveling from the receiving end to the sending end of the Transmission line during transient condition.
Impedance of Primary Winding - (Measured in Ohm) - The Impedance of Primary Winding is the total of primary Resistance and Reactance.
STEP 1: Convert Input(s) to Base Unit
Reflected Current: 3.4 Ampere --> 3.4 Ampere No Conversion Required
Impedance of Primary Winding: 18 Ohm --> 18 Ohm No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
Er = Ir*Z1*(-1) --> 3.4*18*(-1)
Evaluating ... ...
Er = -61.2
STEP 3: Convert Result to Output's Unit
-61.2 Volt --> No Conversion Required
FINAL ANSWER
-61.2 Volt <-- Reflected Voltage
(Calculation completed in 00.004 seconds)

Credits

Created by Urvi Rathod
Vishwakarma Government Engineering College (VGEC), Ahmedabad
Urvi Rathod has created this Calculator and 1500+ more calculators!
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Birsa Institute of Technology (BIT), Sindri
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21 Line With Parallel Loads Calculators

Transmitted Voltage using Incident Voltage (Line PL)
Go Transmitted Voltage = (2*Incident Voltage)/(Impedance of Primary Winding*((1/Impedance of Primary Winding)+(1/Impedance of Secondary Winding)+(1/Impedance of Tertiary Winding)))
Incident Voltage using Transmitted Voltage (Line PL)
Go Incident Voltage = (Transmitted Voltage*Impedance of Primary Winding/2)*((1/Impedance of Primary Winding)+(1/Impedance of Secondary Winding)+(1/Impedance of Tertiary Winding))
Reflected Coefficient of Current (Line PL)
Go Reflection Coefficient of Current = ((-2/Impedance of Primary Winding)/((1/Impedance of Primary Winding)+(1/Impedance of Secondary Winding)+(1/Impedance of Tertiary Winding)))+1
Transmitted Coefficient of Voltage (Line PL)
Go Transmission Coefficient of Voltage = (2/Impedance of Primary Winding)/((1/Impedance of Primary Winding)+(1/Impedance of Secondary Winding)+(1/Impedance of Tertiary Winding))
Transmitted Voltage using Transmitted Coefficient of Current-2 (Line PL)
Go Transmitted Voltage = Transmission Coefficient of Current*Incident Voltage*Impedance of Secondary Winding/(Impedance of Primary Winding)
Incident Voltage using Transmitted Coefficient of Current-3 (Line PL)
Go Incident Voltage = Transmitted Voltage*Impedance of Primary Winding/(Impedance of Tertiary Winding*Transmission Coefficient of Current)
Transmitted Voltage using Transmitted Coefficient of Current-3 (Line PL)
Go Transmitted Voltage = Transmission Coefficient of Current*Incident Voltage*Impedance of Tertiary Winding/Impedance of Primary Winding
Transmitted Coefficient of Voltage using Transmitted Coefficient of Current-2 (Line PL)
Go Transmission Coefficient of Voltage = Transmission Coefficient of Current*Impedance of Secondary Winding/Impedance of Primary Winding
Transmitted Coefficient of Voltage using Transmitted Coefficient of Current-3 (Line PL)
Go Transmission Coefficient of Voltage = Transmission Coefficient of Current*Impedance of Tertiary Winding/Impedance of Primary Winding
Reflected Current using Transmitted Current-3 and 2 (Line PL)
Go Reflected Current = Incident Current-Transmitted Current-Transmitted Current
Incident Current using Transmitted Current-3 and 2 (Line PL)
Go Incident Current = Reflected Current-Transmitted Current-Transmitted Current
Transmitted Coefficient of Voltage using Transmitted Voltage (Line PL)
Go Transmission Coefficient of Voltage = Transmitted Voltage/Incident Voltage
Incident Current using Transmitted Coefficient of Current-2 (Line PL)
Go Incident Current = Transmitted Current/Transmission Coefficient of Current
Incident Current using Transmitted Coefficient of Current-3 (Line PL)
Go Incident Current = Transmitted Current/Transmission Coefficient of Current
Transmitted Voltage using Transmitted Coefficient of Voltage(Line PL)
Go Transmitted Voltage = Transmission Coefficient of Voltage*Incident Voltage
Transmitted Voltage using Transmitted Current-2 (Line PL)
Go Transmitted Voltage = Transmitted Current*Impedance of Secondary Winding
Transmitted Voltage using Transmitted Current-3 (Line PL)
Go Transmitted Voltage = Transmitted Current*Impedance of Tertiary Winding
Reflected Voltage using Impedance-1 (Line PL)
Go Reflected Voltage = Reflected Current*Impedance of Primary Winding*(-1)
Reflected Current using Impedance-1 (Line PL)
Go Reflected Current = (-1)*Reflected Voltage/Impedance of Primary Winding
Incident Current using Impedance-1 (Line PL)
Go Incident Current = Incident Voltage/Impedance of Primary Winding
Incident Voltage using Impedance-1 (Line PL)
Go Incident Voltage = Incident Current*Impedance of Primary Winding

Reflected Voltage using Impedance-1 (Line PL) Formula

Reflected Voltage = Reflected Current*Impedance of Primary Winding*(-1)
Er = Ir*Z1*(-1)

What is Impedance-1?

Impedance-1 is a measure of the overall opposition of a circuit to current-1, in other words: how much the circuit impedes the flow of charge. It is like resistance, but it also takes into account the effects of capacitance and inductance. Impedance-1 is measured in ohms.

How to Calculate Reflected Voltage using Impedance-1 (Line PL)?

Reflected Voltage using Impedance-1 (Line PL) calculator uses Reflected Voltage = Reflected Current*Impedance of Primary Winding*(-1) to calculate the Reflected Voltage, The Reflected Voltage using Impedance-1 (line PL) formula is defined as the voltage wave that is traveling from the receiving end to the sending end of the Transmission line. Reflected Voltage is denoted by Er symbol.

How to calculate Reflected Voltage using Impedance-1 (Line PL) using this online calculator? To use this online calculator for Reflected Voltage using Impedance-1 (Line PL), enter Reflected Current (Ir) & Impedance of Primary Winding (Z1) and hit the calculate button. Here is how the Reflected Voltage using Impedance-1 (Line PL) calculation can be explained with given input values -> -61.2 = 3.4*18*(-1).

FAQ

What is Reflected Voltage using Impedance-1 (Line PL)?
The Reflected Voltage using Impedance-1 (line PL) formula is defined as the voltage wave that is traveling from the receiving end to the sending end of the Transmission line and is represented as Er = Ir*Z1*(-1) or Reflected Voltage = Reflected Current*Impedance of Primary Winding*(-1). Reflected Current is defined as the current wave that is traveling from the receiving end to the sending end of the Transmission line during transient condition & The Impedance of Primary Winding is the total of primary Resistance and Reactance.
How to calculate Reflected Voltage using Impedance-1 (Line PL)?
The Reflected Voltage using Impedance-1 (line PL) formula is defined as the voltage wave that is traveling from the receiving end to the sending end of the Transmission line is calculated using Reflected Voltage = Reflected Current*Impedance of Primary Winding*(-1). To calculate Reflected Voltage using Impedance-1 (Line PL), you need Reflected Current (Ir) & Impedance of Primary Winding (Z1). With our tool, you need to enter the respective value for Reflected Current & Impedance of Primary Winding 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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