Itsu,
Sorry, I could have been a bit more clear...
The Vdrop divided by 50R gives you the current, the FG's loaded Vout times that current gives you the power.
This should be a fairly accurate method for measuring Pin. The FG's 50R is being used as a rather large value CVR and even if that 50R or its internal connections are slightly inductive, the percentage of error produced due to any added reactance will typically be quite small.
It is important to make the measurements right at the FG's BNC (i.e., using a BNC Tee as you did) to eliminate cable inductance/reactance.
If you have the time, try comparing this method of determining Pin to others being discussed.
PW
PW, when using your Pin method i get: 7.211V rms - 5.052V rms = 2.159 V 2.159 / 50 = 0.04318A Pin = 0.04318 x 5.052 = 0.218A = 218mA When using the scope math function i get a Pin of 166mW Vin yellow = 5.095V rms (across the coil) IR2 blue = 57.5mA (voltage across the 1 Ohm csr R2) Phase shift -57° When calculating the above values manually i get Pin = Vin x Ir2 x Cos -57° Pin = 5.095 x 57.5mA x 0.544 = 159.5mW Pout measured by scope is 167mW Pout calculated by Vr1² / R1+R2 = 2.91V rms / 51 = 166mW These new input / output values are now showing around COP=1 (@ 1MHz) because i have, like TK, cleaned up the circuit and minimized the stray inductance So your method still shows a much higher input compared to the other 2 methods and compared to the output. No 1:1 toroid was used. Itsu
|