If
# of turns primary - Np
# of turns secondary - Ns
primary impedance - Zp
secondary impedance - Zs
then
Np/Ns = square root of (Zp/Zs)
Zp = (Np/Ns) squared x Zs
Just Google "transformer impedance ratio" for the above formula.
for a 1x10 transformer, Zp/Zs = 0.1 so Zp = (.01)Zs
As you can see it is simple for 1x10. You will want to use a scientific calculator app for any other values... it's still not THAT hard.
A coil (the MC) reacts differently to transformer loading. For an RC coupled amp we want the the input Z to be 10x (or more) the Z of the incoming signal to avoid distortion and losses due to the RC load that the amp input represents. To put it very simply, if you matched the impedances you would drop (lose) half of the signal in the outputZ of the source. Transformer action is not amplification, it is energy transfer and works differently. A transformer would tranfer max power with a perfect Z match but this would lower the transformer's bandwidth (among other things).
Try it!
# of turns primary - Np
# of turns secondary - Ns
primary impedance - Zp
secondary impedance - Zs
then
Np/Ns = square root of (Zp/Zs)
Zp = (Np/Ns) squared x Zs
Just Google "transformer impedance ratio" for the above formula.
for a 1x10 transformer, Zp/Zs = 0.1 so Zp = (.01)Zs
As you can see it is simple for 1x10. You will want to use a scientific calculator app for any other values... it's still not THAT hard.
A coil (the MC) reacts differently to transformer loading. For an RC coupled amp we want the the input Z to be 10x (or more) the Z of the incoming signal to avoid distortion and losses due to the RC load that the amp input represents. To put it very simply, if you matched the impedances you would drop (lose) half of the signal in the outputZ of the source. Transformer action is not amplification, it is energy transfer and works differently. A transformer would tranfer max power with a perfect Z match but this would lower the transformer's bandwidth (among other things).
Try it!