Jeffrey
I have been thinking about this in my head most of the day as well as trying to do the house work, so while waiting for the oven to get to temperature, I have tried to put it down in this post what I have been trying to figure out, so please let me know if I am following the correct idea, this is not for you but to try and get it in my mind.
An imaginary transformer is made of Resistance in the winding which will not decrease with frequncy and the Reactance of the inductor part of the winding determined by the value of its inductance in H and the frequency of use.
So just pulling figures from my last post. A transformer for 50 Hz has 2000 turns in the primary on a nice iron core and has a DC resistance of 300 Ohms, the Inductance is 10 H.
At 50 Hz the reactance of the core will be 3,141 Ohms ( 2 x PI x 50 x 10 ) so the overall Impeadance of the transformer would be SQRT(300 x 300 + 3142 x 3142) = 3,156 Ohms. So at 230 Volts the current through the transformer is 230/3156 = 73 mA.
This 73mA being just below the knee of saturation as tested in the previous post and with 2000 turns we have an ampere turns value of 146 AT.
Down at 12.5 Hz we still have 300 Ohms for the resistive value but the reactance of the coil is now 785 Ohms ( 2 x PI x 10 x 10 ) and the impedance of the transformer is now 840 Ohms so at 230 Volts the current would try to be 230/840 = 274 mA which at 2000 turns would be 548 AT. taking it well into saturation. So to get back to the a safe 73mA primary current would require the voltage dropping to 840 Ohms x 73 mA or 61 Volts.
Am I on the correct lines or not?
Adrian
I have been thinking about this in my head most of the day as well as trying to do the house work, so while waiting for the oven to get to temperature, I have tried to put it down in this post what I have been trying to figure out, so please let me know if I am following the correct idea, this is not for you but to try and get it in my mind.
An imaginary transformer is made of Resistance in the winding which will not decrease with frequncy and the Reactance of the inductor part of the winding determined by the value of its inductance in H and the frequency of use.
So just pulling figures from my last post. A transformer for 50 Hz has 2000 turns in the primary on a nice iron core and has a DC resistance of 300 Ohms, the Inductance is 10 H.
At 50 Hz the reactance of the core will be 3,141 Ohms ( 2 x PI x 50 x 10 ) so the overall Impeadance of the transformer would be SQRT(300 x 300 + 3142 x 3142) = 3,156 Ohms. So at 230 Volts the current through the transformer is 230/3156 = 73 mA.
This 73mA being just below the knee of saturation as tested in the previous post and with 2000 turns we have an ampere turns value of 146 AT.
Down at 12.5 Hz we still have 300 Ohms for the resistive value but the reactance of the coil is now 785 Ohms ( 2 x PI x 10 x 10 ) and the impedance of the transformer is now 840 Ohms so at 230 Volts the current would try to be 230/840 = 274 mA which at 2000 turns would be 548 AT. taking it well into saturation. So to get back to the a safe 73mA primary current would require the voltage dropping to 840 Ohms x 73 mA or 61 Volts.
Am I on the correct lines or not?
Adrian
Learning as I go!
Youtube EF91 Valve
Youtube EF91 Valve







