**Maximum Flux Density Calculator **

** **Note: Formulas and equations for this calculator is given below (after calculator). Also do not forget to share with and suggest to your friends. Also, if you want to see other electrical and electronics calculators live on our blog, then please mention it in our below comment box. thanks.

**Enter the required values and click on calculate. Result will display the value of Maximum Flux Density “Bmax” in “Tesla” And ” Gauss” . **

**Good to Know: **

**In Transformer,**

B

_{max }= V / (4.44 f N A) …… in TeslaB

_{max }= (V x 10^{8})/ (4.44 f N A) …… in GuassWhere;

B

_{max }= Maximum Flux DensityV = Applied rms Voltage

f = frequency

N = turns on the winding] where V is the applied voltage

A = Magnetic circuit cross-sectional-area enclosed by the winding (m

f = frequency

N = turns on the winding] where V is the applied voltage

A = Magnetic circuit cross-sectional-area enclosed by the winding (m

^{2})**Flux Density Formulas and Equations**

B

_{max }= B_{max [AC] }+ B_{max [DC]}B

_{max [DC] }= (LxI_{dc }x 10^{8})/(NA_{c})B

_{max }= (V_{rms }x10^{8})/(4.44xFxNxA_{c}) + (L x I_{dc }x 10^{8})/(N x A_{c}) GaussNote: if no DC current flows, then the second term of the equation is dropped.

In terms of A

_{L(uH/100T}^{2}_{)}:L= N

^{2}A_{L(uH/100T}^{2}_{)}10^{-4}B

_{max(DC)}= (N x A_{L(uH/100T}^{2}_{)}10^{4}x I_{dc})/(A_{c})**EasyEDA: A Powerful Free Circuit, Simulation & PCB Design Tool**

Register now to use it for free in Your Browser. No Need to download. Lots of resources and Step by step tutorials

Dear Mr. Wasim Khan,

I was trying to use your free tool for Bmax in transformer.

Tool is very good. I would like to know the DC flux density calculation terminotlogy in detail.

Bmax(DC)= (N x AL(uH/100T2)104x Idc)/(Ac)

What is AL, uH, T ? Ac i understand as Area of core in sq. meter and N is no. of Turns.

Also what is to be entered in Tool mH/Turns^2 ?.

ExampleL

Voltage : 37000 V

Frequency: 50Hz

No. of Turns: 103 T

Area: 12944 sq. cm

Dc current: 30 A

What will be the inputs for tools and what will be the DC flux density ? AC flux density i calcualted as 1.25 Tesla.

Waiting for your valuable inputs.

Regards

Sunil Thakkar