I'm starting to see why Aiken described the first transformer resistor biasing method "extremely accurate".
Here is the graph of my biasing attempt using the alternative method transformer resistance biasing, that is by subtracting the plate voltage from the centre tap voltage then dividing the result by the resistance. Taking into account the number of tubes and the various operations to find the plate dissipation as a percentage.
I estimated that the safe limit was 48mA putting me just under 70%.
Transformer Resistance Method (2).jpg
This graph looks a lot more complex than the last, but it includes the data from each of the tube measurements. The near straight blue, yellow, green and grey lines plot the cathode biasing figures. There's a pronounced increase in tube 9s current draw and this was the same in the last test. It might call for a bit of tube rolling to get the balance there - swap it with a tube on the higher resistance (blue) side of the transformer. Even so, these results are fairly linear. The extra line resistance of the cathode circuit is accounted for in the results and V7 was used again as the baseline up to 48 mV (roughly what tube 9 was giving me in mA).
The straight blue line at the top is the plate dissipation in %.
The two legs of the transformer which supplied the plate voltage to be subtracted from the centre tap voltage gave a very unreliable set of results though as can be seen from the roller coaster plot of the blue and brown lines. The problem, it appeared, was that with the plate and CT voltages so close, and constantly dancing around on the meter by a few tenths of a volt,introduced a much greater error prone result. In the time it took to measure one, and then the other, the voltage changed (high or low) and so at one point it appeared it dipped into a negative DC result.
Towards the end, I sharpened up my procedure by swapping the leads from the centre tap and plate in a kind of coordinated dance but I can't say this made any difference... the results are still crap.
To my mind, there are a couple of issues to consider here. When the meter is reading above 400V it can only provide a resolution of two decimal places to an accuracy of 0.1V and it appears to be rounding the results, meaning it could be off by 49mV in either direction, positive or negative. The effect of time between measurements is also present in the different CT voltages that were found at each step - 430.4/429.3; 440.03/441.05 and so on. A "dirty" mains power supply a contributing factor? Maybe. Inaccuracy in the meter? Possibly. Leads were clipped on the pins and untouched throughout so, connection? Less likely, but plausible.
Time between measurements and minute changes in voltage seem the most likely culprits behind these results. For this kind of measurement to be a success, it would take a more sophisticated set-up than a guy holding a meter swapping leads like someone bewitched. It would take a DMM that can measure high voltages to several more decimal places and a simultaneous measurement that overcame the mains voltage ripples.
These ripples might be occurring because of the reservoir capacitors I used. There is something to be said for larger mass capacitors but it wouldn't explain why the current is so steady at the cathodes by comparison.
Also, if it were a problem of the capacitors, I would have expected similar erratic voltage swings in the first test session where the voltage drop was taken off the transformer between the CT and each leg. It didn't swing there, being an instantaneous single measurement. What was puzzling about the first experiment was why the plate currents were consistently higher than the cathode currents. That, I don't know the answer to. But something about the way I measured the cathode currents?
The resistance of each cathode test point and ground was taken with the amp cold at the start and ohms law employed using the actual resistances (including that of the test leads involved). I had to include the total resistance which was higher than the 1 ohm resistance I found in the circuit factoring out the test leads resistance. Maybe that was a mistake, I would like to be corrected if so. Then, with the tiny resistors I am using (very small, 0.6W) heat from the amp may have been causing them to drift. This heat and tendency to drift may have been behind MrD's use of the big cement resistors. I haven't gone that far, ordered replacements but with high tolerance to heat and a larger mass. I'm likely to repeat some of these methods again when they are installed.
[Edit: Phil's updated link clarifies the transformer resistance method.]
https://ampgarage.com/forum/viewtopic.p ... 09#p432409
We may see some non-linear behavior creeping in because of the low resolution of the meter and voltage swings again but this has the virtue of being a single instantaneous measurement.
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