Seymour Duncan SFX-04 Twin Tube Mayhem [traced]
- jhergonz
- Breadboard Brother
First of all, sorry for the bad grammar.
I had a Seymour Duncan SFX-04 Twin Tube Mayhem for repair, and the owner let me trace the pedal.
I didn't include the Power section, because I think it is the same from the SFX-03. Except for the power section of the ICs which is powered by regulated +/-12v.
I believe I traced the circuit properly, but feel free to recheck if you have the same unit with you.
Edit:
I forgot to include the path of the heater. +12v connected to pin six of V2, pin 3 of V2 connected to Pin 6 of V1, pin 3 of V1 to GND2
I had a Seymour Duncan SFX-04 Twin Tube Mayhem for repair, and the owner let me trace the pedal.
I didn't include the Power section, because I think it is the same from the SFX-03. Except for the power section of the ICs which is powered by regulated +/-12v.
I believe I traced the circuit properly, but feel free to recheck if you have the same unit with you.
Edit:
I forgot to include the path of the heater. +12v connected to pin six of V2, pin 3 of V2 connected to Pin 6 of V1, pin 3 of V1 to GND2
Last edited by jhergonz on 25 Aug 2022, 12:16, edited 4 times in total.
- jhergonz
- Breadboard Brother
- ppluis0
- Diode Debunker
- jhergonz
- Breadboard Brother
- Manfred
- Tube Twister
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I made a rough math, R41 should be about 100kOhms and not 5.6kOhms.
I revised the schematic regarding the visibility.
I did not change the component values, that has time until all values are confirmed.
I revised the schematic regarding the visibility.
I did not change the component values, that has time until all values are confirmed.
- Manfred
- Tube Twister
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I ran a circuit simulation of the first stage.
I must take back my statement, am surprised the first stage also works with a collector resistance of 5.6 kiloohm, the stage gain is 5.
I must take back my statement, am surprised the first stage also works with a collector resistance of 5.6 kiloohm, the stage gain is 5.
- Manfred
- Tube Twister
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I ran a second circuit simulation of the entire semiconductor input stage with C27 in parallel with R2 as the load, the value of R41 was 5.6 Kiloohms.
I found the following gains depending on the value of VR1.1 at an input signal of 1 volt peak to peak @ 1 kHz.
VR1.1 = 0 Ohm -> gain ~6, VR1.1 = 250 Kiloohm -> gain ~44
I found the following gains depending on the value of VR1.1 at an input signal of 1 volt peak to peak @ 1 kHz.
VR1.1 = 0 Ohm -> gain ~6, VR1.1 = 250 Kiloohm -> gain ~44
- ddpawel
- Breadboard Brother
C30 in mid control should be equal to 3.9nF. This will give mid frequency around 600Hz and Q around 2.5.
- ddpawel
- Breadboard Brother
You can't check, but we can calculate resonant frequencies f of gyrators.
For 39nF f is approximately equal to 1/(2 Pi sqrt(100000 Ohm * 2700 Ohm *(18 + 22)nF *(2.7 + 39)nF))~=237 Hz.
For 3.9nF f is approximately equal to=1/(2 Pi sqrt(100000 Ohm * 2700 Ohm *(18 + 22)nF *(2.7 + 3.9)nF))~=596 Hz.
- Manfred
- Tube Twister
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- Manfred
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In both tube stages the resistance values recommended in the table are applied, only the operating voltage is 150 volts here.
Are you sure with the specified 230 volts, because the power section was not included?I didn't include the Power section, because I think it is the same from the SFX-03. Except for the power section of the ICs which is powered by regulated +/-12v.
- jhergonz
- Breadboard Brother
I measured it with my multi meter, it is somewhere around 230v, not exact but close.
I already sent the unit to the owner, so I can't measure it again.
But I didn't measure the resistor value with my multimeter, I just read the resistors' band.
I maybe wrong.
I already sent the unit to the owner, so I can't measure it again.
But I didn't measure the resistor value with my multimeter, I just read the resistors' band.
I maybe wrong.
Last edited by jhergonz on 31 Aug 2022, 17:16, edited 1 time in total.
- jhergonz
- Breadboard Brother
maybe you're right.ddpawel wrote: ↑28 Aug 2022, 22:49You can't check, but we can calculate resonant frequencies f of gyrators.
For 39nF f is approximately equal to 1/(2 Pi sqrt(100000 Ohm * 2700 Ohm *(18 + 22)nF *(2.7 + 39)nF))~=237 Hz.
For 3.9nF f is approximately equal to=1/(2 Pi sqrt(100000 Ohm * 2700 Ohm *(18 + 22)nF *(2.7 + 3.9)nF))~=596 Hz.