Voltage for Loaded Admittance Calculator

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✖Current for Internal Admittance refers when the currents applies on the internal admittance of generator.ⓘ Current for Internal Admittance [i_g]			+10% -10%
✖Internal Admittance is an expression of the ease with which alternating current (AC) flows through a complex circuit or system.ⓘ Internal Admittance [Y_g]			+10% -10%
✖Loaded Admittance is an expression of the ease with which alternating current (AC) flows through a complex circuit or system.ⓘ Loaded Admittance [Y_u]			+10% -10%

✖Voltage of Loaded Admittance is the magnitude of the ideal voltage source, which can be closely approximated by the open circuit voltage.ⓘ Voltage for Loaded Admittance [V_u]

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Voltage for Loaded Admittance

Formula

`"V"_{"u"} = "i"_{"g"}/("Y"_{"g"}+"Y"_{"u"})`

Example

`"1.238806V"="4.15A"/("2.15Ω"+"1.2Ω")`

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Voltage for Loaded Admittance Solution

STEP 0: Pre-Calculation Summary

Formula Used

Voltage of Loaded Admittance = Current for Internal Admittance/(Internal Admittance+Loaded Admittance)
V_u = i_g/(Y_g+Y_u)
This formula uses 4 Variables

Variables Used

Voltage of Loaded Admittance - (Measured in Volt) - Voltage of Loaded Admittance is the magnitude of the ideal voltage source, which can be closely approximated by the open circuit voltage.
Current for Internal Admittance - (Measured in Ampere) - Current for Internal Admittance refers when the currents applies on the internal admittance of generator.
Internal Admittance - (Measured in Ohm) - Internal Admittance is an expression of the ease with which alternating current (AC) flows through a complex circuit or system.
Loaded Admittance - (Measured in Ohm) - Loaded Admittance is an expression of the ease with which alternating current (AC) flows through a complex circuit or system.

STEP 1: Convert Input(s) to Base Unit

Current for Internal Admittance: 4.15 Ampere --> 4.15 Ampere No Conversion Required
Internal Admittance: 2.15 Ohm --> 2.15 Ohm No Conversion Required
Loaded Admittance: 1.2 Ohm --> 1.2 Ohm No Conversion Required

STEP 2: Evaluate Formula

Substituting Input Values in Formula

V_u = i_g/(Y_g+Y_u) --> 4.15/(2.15+1.2)

Evaluating ... ...

V_u = 1.23880597014925

STEP 3: Convert Result to Output's Unit

1.23880597014925 Volt --> No Conversion Required

FINAL ANSWER

1.23880597014925 ≈ 1.238806 Volt <-- Voltage of Loaded Admittance

(Calculation completed in 00.004 seconds)

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Created by Rahul Gupta

Chandigarh University (CU), Mohali, Punjab

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< 15 Continuous Time Signals Calculators

Current for Loaded Admittance

Go Current for Loaded Admittance = Current for Internal Admittance*Loaded Admittance/(Internal Admittance+Loaded Admittance)

Open Loop Gain of Signal

Go Open Loop Gain = 1/(2*Damping Co-efficient)*sqrt(Input Frequency/High Frequency)

Damping Co-efficient

Go Damping Co-efficient = 1/(2*Open Loop Gain)*sqrt(Input Frequency/High Frequency)

Voltage for Loaded Admittance

Go Voltage of Loaded Admittance = Current for Internal Admittance/(Internal Admittance+Loaded Admittance)

Damping Co-efficient in State-Space Form

Go Damping Co-efficient = Initial Resistance*sqrt(Capacitance/Inductance)

Resistance with respect to Damping Coefficient

Go Initial Resistance = Damping Co-efficient/(Capacitance/Inductance)^(1/2)

Coupling Co-efficient

Go Coupling Coefficient = Input Capacitance/(Capacitance+Input Capacitance)

Natural Frequency

Go Natural Frequency = sqrt(Input Frequency*High Frequency)

Periodic Signal of Time Fourier

Go Periodic Signal = sin((2*pi)/Time Periodic Signal)

Output of Time Invariant Signal

Go Time Invariant Output Signal = Time Invariant Input Signal*Impulse Response

Transfer Function

Go Transfer Function = Output Signal/Input Signal

Angular Frequency of Signal

Go Angular Frequency = 2*pi/Time Period

Time Period of Signal

Go Time Period = 2*pi/Angular Frequency

Frequency of Signal

Go Frequency = 2*pi/Angular Frequency

Inverse of System Function

Go Inverse System Function = 1/System Function

Voltage for Loaded Admittance Formula

Voltage of Loaded Admittance = Current for Internal Admittance/(Internal Admittance+Loaded Admittance)
V_u = i_g/(Y_g+Y_u)

What is the function of impedance and admittance?

Admittance is the inverse (i.e. the reciprocal) of impedance. Therefore it has the opposite function of impedance. That is, we can say it is the measure of the flow of current which is allowed by a device or a circuit.

How to Calculate Voltage for Loaded Admittance?

Voltage for Loaded Admittance calculator uses Voltage of Loaded Admittance = Current for Internal Admittance/(Internal Admittance+Loaded Admittance) to calculate the Voltage of Loaded Admittance, The Voltage for Loaded admittance formula is defined as the voltage of generator which is the charge carriers move in response to a given applied electric potential, the higher the conductance, which is expressed in positive real-number. Voltage of Loaded Admittance is denoted by V_u symbol.

How to calculate Voltage for Loaded Admittance using this online calculator? To use this online calculator for Voltage for Loaded Admittance, enter Current for Internal Admittance (i_g), Internal Admittance (Y_g) & Loaded Admittance (Y_u) and hit the calculate button. Here is how the Voltage for Loaded Admittance calculation can be explained with given input values -> 1.238806 = 4.15/(2.15+1.2).

FAQ

What is Voltage for Loaded Admittance?

The Voltage for Loaded admittance formula is defined as the voltage of generator which is the charge carriers move in response to a given applied electric potential, the higher the conductance, which is expressed in positive real-number and is represented as V_u = i_g/(Y_g+Y_u) or Voltage of Loaded Admittance = Current for Internal Admittance/(Internal Admittance+Loaded Admittance). Current for Internal Admittance refers when the currents applies on the internal admittance of generator, Internal Admittance is an expression of the ease with which alternating current (AC) flows through a complex circuit or system & Loaded Admittance is an expression of the ease with which alternating current (AC) flows through a complex circuit or system.

How to calculate Voltage for Loaded Admittance?

The Voltage for Loaded admittance formula is defined as the voltage of generator which is the charge carriers move in response to a given applied electric potential, the higher the conductance, which is expressed in positive real-number is calculated using Voltage of Loaded Admittance = Current for Internal Admittance/(Internal Admittance+Loaded Admittance). To calculate Voltage for Loaded Admittance, you need Current for Internal Admittance (i_g), Internal Admittance (Y_g) & Loaded Admittance (Y_u). With our tool, you need to enter the respective value for Current for Internal Admittance, Internal Admittance & Loaded Admittance 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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