Impedance using A Parameter in End Condenser Method Calculator

✖A Parameter in ECM is a generalized line constant in a two port transmission line.ⓘ A Parameter in ECM [A_ecm]			+10% -10%
✖Admittance in ECM is the mathematical inverse of the impedance in a medium transmission line.ⓘ Admittance in ECM [Y_ecm]			+10% -10%

✖Impedance in ECM is defined as the amount of opposition faced by the direct or alternating current when it passes through a conductor component, circuit.ⓘ Impedance using A Parameter in End Condenser Method [Z_ecm]

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Impedance using A Parameter in End Condenser Method

Formula

`"Z"_{"ecm"} = (2*("A"_{"ecm"}-1))/"Y"_{"ecm"}`

Example

`"9.1Ω"=(2*("1.091"-1))/"0.02S"`

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Impedance using A Parameter in End Condenser Method Solution

STEP 0: Pre-Calculation Summary

Formula Used

Impedance in ECM = (2*(A Parameter in ECM-1))/Admittance in ECM
Z_ecm = (2*(A_ecm-1))/Y_ecm
This formula uses 3 Variables

Variables Used

Impedance in ECM - (Measured in Ohm) - Impedance in ECM is defined as the amount of opposition faced by the direct or alternating current when it passes through a conductor component, circuit.
A Parameter in ECM - A Parameter in ECM is a generalized line constant in a two port transmission line.
Admittance in ECM - (Measured in Siemens) - Admittance in ECM is the mathematical inverse of the impedance in a medium transmission line.

STEP 1: Convert Input(s) to Base Unit

A Parameter in ECM: 1.091 --> No Conversion Required
Admittance in ECM: 0.02 Siemens --> 0.02 Siemens No Conversion Required

STEP 2: Evaluate Formula

Substituting Input Values in Formula

Z_ecm = (2*(A_ecm-1))/Y_ecm --> (2*(1.091-1))/0.02

Evaluating ... ...

Z_ecm = 9.1

STEP 3: Convert Result to Output's Unit

9.1 Ohm --> No Conversion Required

FINAL ANSWER

9.1 Ohm <-- Impedance in ECM

(Calculation completed in 00.004 seconds)

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< 17 End Condenser Method in Medium Line Calculators

Receiving End Angle using Sending End Power in End Condenser Method

Go Receiving End Phase Angle in ECM = acos((Sending End Power in ECM-Power Loss in ECM)/(3*Receiving End Current in ECM*Receiving End Voltage in ECM))

Voltage Regulation in End Condenser Method

Go Voltage Regulation in ECM = (Sending End Voltage in ECM-Receiving End Voltage in ECM)/Receiving End Voltage in ECM

Sending End Current using Impedance in End Condenser Method

Go Sending End Current in ECM = (Sending End Voltage in ECM-Receiving End Voltage in ECM)/Impedance in ECM

Receiving End Voltage in End Condenser Method

Go Receiving End Voltage in ECM = Sending End Voltage in ECM-(Sending End Current in ECM*Impedance in ECM)

Sending End Voltage in End Condenser Method

Go Sending End Voltage in ECM = Receiving End Voltage in ECM+(Sending End Current in ECM*Impedance in ECM)

Impedance(ECM)

Go Impedance in ECM = (Sending End Voltage in ECM-Receiving End Voltage in ECM)/Sending End Current in ECM

Sending End Current using Losses in End Condenser Method

Go Sending End Current in ECM = sqrt(Power Loss in ECM/(3*Resistance in ECM))

Transmission Efficiency in End Condenser Method

Go Transmission Efficiency in ECM = (Receiving End Power in ECM/Sending End Power in ECM)*100

Receiving End Current in End Condenser Method

Go Receiving End Current in ECM = Sending End Current in ECM-Capacitive Current in ECM

Sending End Current in End Condenser Method

Go Sending End Current in ECM = Receiving End Current in ECM+Capacitive Current in ECM

Capacitive Current in End Condenser Method

Go Capacitive Current in ECM = Sending End Current in ECM-Receiving End Current in ECM

Sending End Power in End Condenser Method

Go Sending End Power in ECM = Receiving End Power in ECM-Power Loss in ECM

Resistance using Losses in End Condenser Method

Go Resistance in ECM = Power Loss in ECM/(3*Sending End Current in ECM^2)

Line Losses in End Condenser Method

Go Power Loss in ECM = 3*Resistance in ECM*Sending End Current in ECM^2

Admittance using A Parameter in End Condenser Method

Go Admittance in ECM = (2*(A Parameter in ECM-1))/Impedance in ECM

Impedance using A Parameter in End Condenser Method

Go Impedance in ECM = (2*(A Parameter in ECM-1))/Admittance in ECM

Medium Line A Parameter (LEC)

Go A Parameter in ECM = 1+((Impedance in ECM*Admittance in ECM)/2)

Impedance using A Parameter in End Condenser Method Formula

Impedance in ECM = (2*(A Parameter in ECM-1))/Admittance in ECM
Z_ecm = (2*(A_ecm-1))/Y_ecm

What are the disadvantages of condenser end?

Although the end condenser method for the solution of medium lines is simple to work out calculations, yet it has the following drawbacks: There is a considerable error (about 10%) in calculations because the distributed capacitance has been assumed to be lumped or concentrated.

How to Calculate Impedance using A Parameter in End Condenser Method?

Impedance using A Parameter in End Condenser Method calculator uses Impedance in ECM = (2*(A Parameter in ECM-1))/Admittance in ECM to calculate the Impedance in ECM, The Impedance using A Parameter in End Condenser Method formula is defined as the apparent opposition in an electrical circuit to the flow of an alternating current that is analogous to the actual electrical resistance to a direct current and that is the ratio of effective electromotive force to the effective current. Impedance in ECM is denoted by Z_ecm symbol.

How to calculate Impedance using A Parameter in End Condenser Method using this online calculator? To use this online calculator for Impedance using A Parameter in End Condenser Method, enter A Parameter in ECM (A_ecm) & Admittance in ECM (Y_ecm) and hit the calculate button. Here is how the Impedance using A Parameter in End Condenser Method calculation can be explained with given input values -> 9 = (2*(1.091-1))/0.02.

FAQ

What is Impedance using A Parameter in End Condenser Method?

The Impedance using A Parameter in End Condenser Method formula is defined as the apparent opposition in an electrical circuit to the flow of an alternating current that is analogous to the actual electrical resistance to a direct current and that is the ratio of effective electromotive force to the effective current and is represented as Z_ecm = (2*(A_ecm-1))/Y_ecm or Impedance in ECM = (2*(A Parameter in ECM-1))/Admittance in ECM. A Parameter in ECM is a generalized line constant in a two port transmission line & Admittance in ECM is the mathematical inverse of the impedance in a medium transmission line.

How to calculate Impedance using A Parameter in End Condenser Method?

The Impedance using A Parameter in End Condenser Method formula is defined as the apparent opposition in an electrical circuit to the flow of an alternating current that is analogous to the actual electrical resistance to a direct current and that is the ratio of effective electromotive force to the effective current is calculated using Impedance in ECM = (2*(A Parameter in ECM-1))/Admittance in ECM. To calculate Impedance using A Parameter in End Condenser Method, you need A Parameter in ECM (A_ecm) & Admittance in ECM (Y_ecm). With our tool, you need to enter the respective value for A Parameter in ECM & Admittance in ECM and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.

How many ways are there to calculate Impedance in ECM?

In this formula, Impedance in ECM uses A Parameter in ECM & Admittance in ECM. We can use 1 other way(s) to calculate the same, which is/are as follows -

Impedance in ECM = (Sending End Voltage in ECM-Receiving End Voltage in ECM)/Sending End Current in ECM

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