Urvi Rathod
Vishwakarma Government Engineering College (VGEC), Ahmedabad
Urvi Rathod has created this Calculator and 100+ more calculators!
Anirudh Singh
National Institute of Technology (NIT), Jamshedpur
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## < 11 Other formulas that you can solve using the same Inputs

Speed of an object in Circular Motion
Speed of object moving in circle=2*pi*Radius*frequency GO
Diagonal of a Rectangle when breadth and area are given
Diagonal of a Rectangle when length and area are given
Diagonal=sqrt(((Area)^2/(Length)^2)+(Length)^2) GO
Side of a Kite when other side and area are given
Side A=(Area*cosec(Angle Between Sides))/Side B GO
Amplitude
A=Total Distance Traveled/frequency GO
Buoyant Force
Buoyant Force=Pressure*Area GO
Perimeter of a square when area is given
Perimeter=4*sqrt(Area) GO
Diagonal of a Square when area is given
Diagonal=sqrt(2*Area) GO
Length of rectangle when area and breadth are given
Pressure when force and area are given
Pressure=Force/Area GO
Stress
Stress=Force/Area GO

## < 2 Other formulas that calculate the same Output

EMF Induced In Secondary Winding When Voltage Transformation Ratio Is Given
EMF Induced In The Secondary Winding=EMF Induced In The Primary Winding*Voltage Transformation Ratio GO
EMF Induced In Secondary Winding When Output Voltage Is Given
EMF Induced In The Secondary Winding=Voltage2+(Secondary Current *Impedance of Secondary winding) GO

### EMF Induced In Secondary Winding Formula

EMF Induced In The Secondary Winding=4.44*Number of Turns in Secondary winding*frequency*Area*Maximum flux density
More formulas
EMF Induced In Primary Winding GO
Frequency When EMF Induced In Secondary Winding is Given GO
Number Of Turns In The Primary winding GO
Frequency When EMF Induced In Primary Winding is Given GO
Number Of Turns In The Secondary Winding GO
Maximum Flux In Core When Primary Winding Is Given GO
Maximum Flux In Core When Secondary Winding Is Given GO
Maximum Flux Density When Secondary Winding Is Given GO
Maximum Flux Density When Primary Winding Is Given GO
Area Of Core When EMF Induced In Secondary Winding Is Given GO
Area Of Core When EMF Induced In Primary Winding Is Given GO
Voltage Transformation Ratio When Primary And Secondary Voltage Is Given GO
Voltage Transformation Ratio When Primary And Secondary Current Is Given GO
Voltage Transformation Ratio When Primary And Secondary Induced Voltage Is Given GO
Voltage Transformation Ratio When Primary And Secondary Number Of Turns Is Given GO
EMF Induced In Primary Winding When Voltage Transformation Ratio Is Given GO
Number Of Turns In The Primary Winding When Voltage Transformation Ratio Is Given GO
Number Of Turns In The Secondary Winding When Voltage Transformation Ratio Is Given GO
EMF Induced In Secondary Winding When Voltage Transformation Ratio Is Given GO
Primary Voltage When Voltage Transformation Ratio Is Given GO
Secondary Voltage When Voltage Transformation Ratio Is Given GO
Secondary Current When Voltage Transformation Ratio Is Given GO
Primary Current When Voltage Transformation Ratio Is Given GO
Secondary Leakage Reactance GO
Primary Leakage Reactance GO
Self-Induced EMF In Primary GO
Self-Induced EMF In Secondary GO
Secondary Current When Secondary Leakage Reactance Is Given GO
Primary Current When Primary Leakage Reactance Is Given GO
The Reactance Of Primary Winding In Secondary GO
The Reactance Of Secondary Winding In Primary GO
The Equivalent Reactance Of Transformer From Primary Side GO
The Equivalent Reactance Of Transformer From Secondary Side GO
Voltage Transformation Ratio When Secondary Leakage Reactance Is Given GO
Voltage Transformation Ratio When Primary Leakage Reactance Is Given GO
Resistance Of Secondary Winding In Primary GO
Resistance Of Primary Winding In Secondary GO
Equivalent Resistance Of Transformer From Primary Side GO
Equivalent Resistance Of Transformer From Secondary Side GO
Primary Winding Resistance GO
Secondary Winding Resistance GO
Impedance Of Primary Winding GO
Impedance Of Secondary Winding GO
Equivalent Impedance Of Transformer From Primary Side GO
Equivalent Impedance Of Transformer From Secondary Side GO
Input Voltage When EMF Induced In Primary Winding Is Given GO
Output Voltage When EMF Induced In Secondary Winding Is Given GO
Reactance Of Primary In Secondary When Equivalent Reactance From Secondary Side Is Given GO
Reactance Of Secondary In primary When Equivalent Reactance From primary Side Is Given GO
Resistance Of Secondary In Primary When Equivalent Resistance From Primary Side Is Given GO
Resistance Of Primary In Secondary When Equivalent Resistance From Secondary Side Is Given GO
Equivalent Resistance From Primary Side When Secondary Winding Resistance GO
Equivalent Resistance From Secondary Side When Primary Winding Resistance GO
Secondary Winding Resistance When Equivalent Resistance From Primary Side Is Given GO
Primary Winding Resistance When Equivalent Resistance From Secondary Side Is Given GO
Voltage Transformation Ratio When Primary Leakage Resistance Is Given GO
Voltage Transformation Ratio When Secondary Leakage Resistance Is Given GO
Voltage Transformation Ratio When Equivalent Resistance From Primary Side Is Given GO
Voltage Transformation Ratio When Equivalent Resistance From Secondary Side Is Given GO
Primary Winding Resistance When Secondary Winding Resistance Is Given GO
Secondary Winding Resistance When Primary Winding Resistance Is Given GO
Secondary Leakage Reactance When Equivalent Reactance From Secondary Side Is Given GO
Primary Leakage Reactance When Equivalent Reactance From Secondary Side Is Given GO
Secondary Leakage Reactance When Equivalent Reactance From Primary Side Is Given GO
Voltage Transformation Ratio When Equivalent Reactance From Secondary Side Is Given GO
Voltage Transformation Ratio When Equivalent Reactance From Primary Side Is Given GO
Secondary Winding Resistance When Impedance Of Secondary Winding Is Given GO
Primary Winding Resistance When Impedance Of Primary Winding Is Given GO
Secondary Winding Reactance When Impedance Of Secondary Winding Is Given GO
Primary Winding Reactance When Impedance Of Primary Winding Is Given GO
Equivalent Resistance From Primary Side When Equivalent Impedance From Primary Side Is Given GO
Equivalent Reactance From Primary Side When Equivalent Impedance From Primary Side Is Given GO
Equivalent Resistance From Secondary Side When Equivalent Impedance From Secondary Side Is Given GO
Equivalent Reactance From Secondary Side When Equivalent Impedance From Secondary Side Is Given GO
EMF Induced In Secondary Winding When Output Voltage Is Given GO
EMF Induced In Primary Winding When Input Voltage Is Given GO
Impedance Of Primary Winding When Input Voltage Is Given GO
Secondary Current When Output Voltage Is Given GO
Primary Current When Input Voltage Is Given GO
Impedance Of Secondary Winding When Output Voltage Is Given GO

## What is induced EMF?

Alternating flux gets linked with the secondary winding, and because of the phenomenon of mutual induction, an emf gets induced in the secondary winding. The magnitude of this induced emf can be found by using the following EMF equation of the transformer.

## How to Calculate EMF Induced In Secondary Winding?

EMF Induced In Secondary Winding calculator uses EMF Induced In The Secondary Winding=4.44*Number of Turns in Secondary winding*frequency*Area*Maximum flux density to calculate the EMF Induced In The Secondary Winding, The EMF Induced In Secondary Winding formula is defined as leakage flux of the primary winding and the secondary winding, an EMF is induced in the respective winding. The primary and secondary voltage will have to overcome these induced EMFs. EMF Induced In The Secondary Winding and is denoted by E2 symbol.

How to calculate EMF Induced In Secondary Winding using this online calculator? To use this online calculator for EMF Induced In Secondary Winding, enter Area (A), frequency (f), Maximum flux density (B) and Number of Turns in Secondary winding (N2) and hit the calculate button. Here is how the EMF Induced In Secondary Winding calculation can be explained with given input values -> 3.996E+6 = 4.44*50*90*50*4.

### FAQ

What is EMF Induced In Secondary Winding?
The EMF Induced In Secondary Winding formula is defined as leakage flux of the primary winding and the secondary winding, an EMF is induced in the respective winding. The primary and secondary voltage will have to overcome these induced EMFs and is represented as E2=4.44*N2*f*A*B or EMF Induced In The Secondary Winding=4.44*Number of Turns in Secondary winding*frequency*Area*Maximum flux density. The area is the amount of two-dimensional space taken up by an object, Frequency refers to the number of occurrences of a periodic event per time and is measured in cycles/second, Maximum flux density is the measure of the number of magnetic lines of force per unit of cross-sectional area and The number of Turns in Secondary winding is the number of turns secondary winding has.
How to calculate EMF Induced In Secondary Winding?
The EMF Induced In Secondary Winding formula is defined as leakage flux of the primary winding and the secondary winding, an EMF is induced in the respective winding. The primary and secondary voltage will have to overcome these induced EMFs is calculated using EMF Induced In The Secondary Winding=4.44*Number of Turns in Secondary winding*frequency*Area*Maximum flux density. To calculate EMF Induced In Secondary Winding, you need Area (A), frequency (f), Maximum flux density (B) and Number of Turns in Secondary winding (N2). With our tool, you need to enter the respective value for Area, frequency, Maximum flux density and Number of Turns in Secondary winding 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 EMF Induced In The Secondary Winding?
In this formula, EMF Induced In The Secondary Winding uses Area, frequency, Maximum flux density and Number of Turns in Secondary winding. We can use 2 other way(s) to calculate the same, which is/are as follows -
• EMF Induced In The Secondary Winding=EMF Induced In The Primary Winding*Voltage Transformation Ratio
• EMF Induced In The Secondary Winding=Voltage2+(Secondary Current *Impedance of Secondary winding)
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