So I've read and reread Merlin's article on load lines for power amps.
It all looked fine, until I tried to run the math for my main amp: a 50W Marshall clone.
It has roughly 485V on the plates, a 3400 primary Z, and runs a pair of EL34 which have a max dissipation of 24W.
According to Merlin, while both valves are operating, the Z seen by each one is half the total plate-to-plate impedance, so 1700 in this case.
Once one valve goes into cutoff, the remaining one sees 1/4th the total Z, so a mere 850 ohms.
To make playing around with values I made a little spreadsheet (see in attachment).
Just to help you understand:
Vp = Plate voltage
Zp = Primary (plate to plate) impedance
Bias current = the quiescent current per tube (not including screen current)
Pmax = maximum dissipation for the tube you're using
These are the only values you can modify
The rest is as follow:
Idle dissip: calculates for you the dissipation at idle based on Vp and Bias current
70% P Max: Since we often bias to 70% dissip, this is just a reference.
The chart then calculates current (I) and dissipation (P) from 0 to 500V. Zpp/2 is with 2 valves running (aka "class A"), Zpp/4 is with 1 valve running (aka "Class B"). Zpp/2 is also provided with bias added on top. I(Pmax) maps the max dissipation curve for the tube.
This does not take into account the characteristic curves of the tube, it's just for the fun of checking load lines against various Zs, voltage and tube types.
So anyway, if I plug my amp's values in there, with the bias at 70%, you can see that each valve spends most of its time way above 24W. It goes as high as 60W!!! The average dissipation is obviously over 24W.
Also, if I map an EL34 curves on top of that, at 0 grid volts, the current is way high, like over 300mA, yet my PT only gives around 2=400mA. I know the reservoir cap will jump in at that point, but still...
What am I getting wrong here?
Obviously, my tubes don't red plate so whatever the spreadsheet says, in the end it works. Anyone can help me understand this?
It all looked fine, until I tried to run the math for my main amp: a 50W Marshall clone.
It has roughly 485V on the plates, a 3400 primary Z, and runs a pair of EL34 which have a max dissipation of 24W.
According to Merlin, while both valves are operating, the Z seen by each one is half the total plate-to-plate impedance, so 1700 in this case.
Once one valve goes into cutoff, the remaining one sees 1/4th the total Z, so a mere 850 ohms.
To make playing around with values I made a little spreadsheet (see in attachment).
Just to help you understand:
Vp = Plate voltage
Zp = Primary (plate to plate) impedance
Bias current = the quiescent current per tube (not including screen current)
Pmax = maximum dissipation for the tube you're using
These are the only values you can modify
The rest is as follow:
Idle dissip: calculates for you the dissipation at idle based on Vp and Bias current
70% P Max: Since we often bias to 70% dissip, this is just a reference.
The chart then calculates current (I) and dissipation (P) from 0 to 500V. Zpp/2 is with 2 valves running (aka "class A"), Zpp/4 is with 1 valve running (aka "Class B"). Zpp/2 is also provided with bias added on top. I(Pmax) maps the max dissipation curve for the tube.
This does not take into account the characteristic curves of the tube, it's just for the fun of checking load lines against various Zs, voltage and tube types.
So anyway, if I plug my amp's values in there, with the bias at 70%, you can see that each valve spends most of its time way above 24W. It goes as high as 60W!!! The average dissipation is obviously over 24W.
Also, if I map an EL34 curves on top of that, at 0 grid volts, the current is way high, like over 300mA, yet my PT only gives around 2=400mA. I know the reservoir cap will jump in at that point, but still...
What am I getting wrong here?
Obviously, my tubes don't red plate so whatever the spreadsheet says, in the end it works. Anyone can help me understand this?
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