Something doesn't fit: either the voltage is three/six time the input voltage and the current is a third/sixth - or the other way round. This is how a transformer is working.

But important additional data is completely missing: frequency and power.

Please specify - otherwise nobody will be able to give useful answers.

Hello Mr. Prakash,

Your question is not clear. What a relation you are looking for the supply frequency with the winding voltage/current?

First ask yourself these questions as to understand your requirement first and then go for its solution.

Best Luck!

I could not understand your question yet replying. For any transformer working flux density should remain in linear region of B-H curve, below Knee point, not saturate. The basic equation for induced voltage in primary or secondary, is Ep/s= 4.44 f Qmax.Np/s. (f the frequency, Qmax the maximum flux and Np/s the primary or secondary turns). Hence (Ep/s)/f should be constant with given number of turns for the Qmax below knee point for the slected material for core, to obtain waveform without distortion. Thus if frequency increased six times voltage must increased six times to keep Qmax same for the core material used and the turns. The core material used in modern transformer are CRGO grad M2H,N3H,M4 etc. Secondary load current(depending on conductor diameter) flux are balance by primary intake(load)  such Qmax remain below knee point. It would be more clear by referring my paper," Laboratory method to generate inrush current patern......".

Hi Saravana Prakash P ,

1. You cannot compare voltage which is measured in Volt to the Frequency which is measure in Hz.

2. It seams that you need a high frequency core transformer (150 Hz to 300 Hz). If this is the case, try low loss and thin electrical steel like amorphous sheet or so.

Hope that can help,

there is no links supply between supply frequency and winding voltage, we can't compare hertz and volt

Dear All,

Thanks for your inputs and clear directions.