Hi all,
I am working on a scope clock. I started with the deflection amplifier by TurboTom
https://www.eevblog.com/forum/projects/maybe-risk-a-guess-what-thats-gonna-be/msg1810052/#msg1810052 which works nicely, HV supply also should work (boost stage+cascade) and I think I understood astimatism and focusing correction.
Remains the control grid and blanking. Controlling blanking is a bit nasty as cathode and control grid are typically 1-1.5 kV away from the deflection amplifiers. There are many solutions for this like optocouplers (+extra supply) or 3 kV capacitors combined with a brightness potentiometer.
Now here is what I am struggling with: TurboTom (see link above) couples his blanking amplifier to G1 (control grid) via a (1 nF 1 kV) capacitor - without any DC reference (like usually 1M to a brightness potentiometer). So my question to the vacuum tube gurus:
What potential would result on a purely capacitively coupled grid? The datasheet specifies -50 V for cutoff and 10 V for normal 10 uA beam current, so with AC coupled drive the potential should somehow land in there.
What is the current into the grid? How much of the beam from the electron gun lands on the control grid? I attached the datasheet of the tube I'd like to use (D10-160).
EDIT I just did an experiment. With only the heater connected (no HV, no other connection - not risking to fry my instruments by a kV spark) I connected the cathode and G1 to a power supply. With G1 positive, current drops from a few uA to 0 (hurray! We just discovered a vacuum diode). With G1 at +2 V w.r.t cathode, current into G1 is 2 mA.
Of course this is without the main acceleration voltage so I wonder how many electrons make it out there. But as beam current is rated at 10 uA, it can't be much. I wonder what current flows into G1 in regular operation?
Thanks - Martin