EMF Equation of Transformer

When a sinusoidal voltage is applied to the primary winding of a transformer, alternating flux ϕm sets up in the iron core of the transformer. This sinusoidal flux links with both primary and secondary winding. The function of flux is a sine function.

[@shashikantyadav3133]

Excellent

[@najmusshakib6984]

Tnx for easy explained 🥰

[@kolanji-saravanan2542]

Thank you

[@HemanthKumar-yk8iy]

Excellent for understanding

[@chanduronny2575]

Good explanation brother
Please video create on 4th semester AC1 in diploma subjects and also
EED (electrical engineering drawing)
For all problems

[@ArtiRay123-bv8ly]

Nice ❤

[@nalluriaparna9268]

Thank you sir 🤝

[@ChandanTutorial20]

Welcome 👍

[@NSMovies70]

Good sir

[@talariupender9772]

Rate of change should be wrt time not wrt frequency.
Take X-axis as Time axis not as frequency.

[@h.mohamedakram9778]

Good

[@ravikumarachooti2070]

Tq sir l

[@The_Boys_01]

Sir how will come the values of 1.11

[@Nothing90266]

Great

[@talariupender9772]

The explanation is completely wrong.
Avarage rate of change of flux linkage is the ratio of change in value of flux from t1=0 sec to t2=T/4 sec ( as he had taken one-fourth of complete cycle) and now change in value of flux for this time period is ∆m (I'm representing flux symbol with delta),
Rate of change of flux linkage= ∆m/(T/4)= 4∆m/T Weber's per sec .
Or
= 4f∆m Weber's per sec.
(Since 1/T=f). In this video he had given units as cycles per sec or volts which is wrong.

[@talariupender9772]

Now according to Faradays laws of Electro Magnetic Induction EMF, e=N d∆/dt
e= N 4f∆m volts
Average EMF per turn = 4f∆m volts (Since per turn means N=1)
RMS value = form factor × Average value
E = 1.11 × 4f∆m volts per turn
Or
E=4.44 f∆m volts per turn
Now EMF induced in primary winding of Transformer is
E1= emf per turn × no. Of turns in primary winding.
E1= 4.44f∆m N1 volts.
Similarly
E2=4.44f∆m N2 volts.

[@manoharmansinghbhukya5904]

Super Anna

[@aghashahnawazpathan8435]

Lush