Hello. I'm Ragnarok. I'm sorry to say I'm very rough around the edges when it comes to electronics - my knowledge is based on some rather distant lessons and what I need to know to not electrocute myself when I'm doing stage technician work - so while I'm somewhat confident I'm on the right track here, I'd like to both check I'm not making mistakes and I actually understand what I'm putting together.
I'm a bit of a wargaming nut, and I'm working on a very big scratch-built vehicle that I'd like to go above and beyond on.
(For any of you that do know the Warhammer 40,000 universe, it's a Warhound Titan, but I'm building it in 54mm scale, about twice the size of the official model).
The model will mount what's supposed to be a plasma weapon, and what I'd like to do is make the "barrels" out of translucent plastic and have them lit with blue-green LEDs.
I'd thought about hitching in a very basic oscillator, but during a conversation with a friend, there was a bit of a misunderstanding, and he thought that rather than merely having the glow flicker, it would actually "travel" along the length of the barrels. And that all sounded cool enough that I went off to change my plans.
It's not been too difficult to poke around Google and remind myself of what a three phase sine-wave oscillator looks like. Most of them look more or less like part A of the picture below:
(Sorry, I have no circuit diagram software, so I threw together a sketch with my graphics tablet. I promise that, whatever that mess looks like, I do actually know how to use it.)
... I'll come on to part B in a minute, but for now, part A, as I don't want to just take any old circuit diagram and not understand what's happening.
This is completely rudimentary stuff, I know, but I'd like to see if I actually know what's happening. So, here's me trying to apply my limited knowledge. Please correct me where I'm wrong.
R1, R2 and R3 are all the same and usually seem to be between 1kΩ to 3.3 kΩ in most versions of the circuit I've come across. They're obviously current limiting resistors that stop the transistors shorting the power supply (or each other, which is why they're all individually current limited, not one current limiting resistor for the whole circuit).
R4 (and R5 & R6) control the rate at which C1 (and C2 & C3) charge or discharge, therefore setting the time constant and the frequency of the oscillation.
It's C1 (etc) that switches T1 (etc - sorry, I realise I failed to label the transistors*). When there's charge in C1, there's a potential across T1's base to the Emitter, current flows, switching T1 on so current can flow from the Collector to the Emitter. Output 1 then goes low, and C2 therefore discharges through R5 (switching T2).
*While I'm at it, also assume I will include a switch in the circuit!
When C1 is empty, there's no potential, no current, T1 is off, Output 1 is high, and C2 then charges through R1 and R5.
~~~~~
So, assuming I'm not making drastic mistakes, at this stage, I have a few questions:
1) When I switch the circuit on, what starts the oscillation? Is it simply the tolerances of the parts? Because without that, it looks like all capacitors would charge simultaneously until an equilibrium was reached with the rate they were discharging through the transistors.
2) A few versions of the circuit had an extra resistor at the point marked Q, of the same resistance as at R1, R2 or R3.
I'm guessing that the purpose of this would be so the resistance that the capacitors discharge through is the same as the one they charge through (which presumably results in a better sine-wave?)
3) If I wanted four or five phases instead, do I need to do anything more complex than just copy the repeating unit here? Having more phases would allow me to use more LEDs and improve the "resolution" of the lighting effect.
4) I'm assuming the frequency is calculated the same way as a normal phase-shift sine-wave oscillator:
f = 1/(2 * pi * R * C * SQRT(2 * number of stages))
I'm looking for a frequency somewhere in the region of 0.2 to 0.5 Hz (I'm not certain yet, so I will probably actually have R4, R5 and R6 as preset potentiometers so I can decide what looks best), so I'm assuming I need R * C to be in the region of 0.1s to 0.3s, depending on exactly how many stages I have.
~~~~~
And on to circuit B. This is the very rudimentary circuit I plan for each phase to drive.
R7 is the current limiting resistor (and will probably be shared between all the mini-arrays).
R8... well, I've thrown this in as it occurs to me that the LED's voltage drop will clip the sine-wave, and I don't want them spending too much of the cycle off (as I'm hoping to run everything on a relatively low voltage, ideally 2.4V, but no more than 4.8V)
... and on the front of clipping the sine wave, it's also just occurred that I probably need a further resistor limiting the current supplied to the transistor's base, as otherwise it may spend much of the cycle fully "on" (at least as far as the available current is concerned).
~~~~~
Hmmph. Sorry about that rambling mess. I'm really rusty, and I want to make sure I know what I'm doing rather than screwing up, so any advice you can give will be very useful.
I'm a bit of a wargaming nut, and I'm working on a very big scratch-built vehicle that I'd like to go above and beyond on.
(For any of you that do know the Warhammer 40,000 universe, it's a Warhound Titan, but I'm building it in 54mm scale, about twice the size of the official model).
The model will mount what's supposed to be a plasma weapon, and what I'd like to do is make the "barrels" out of translucent plastic and have them lit with blue-green LEDs.
I'd thought about hitching in a very basic oscillator, but during a conversation with a friend, there was a bit of a misunderstanding, and he thought that rather than merely having the glow flicker, it would actually "travel" along the length of the barrels. And that all sounded cool enough that I went off to change my plans.
It's not been too difficult to poke around Google and remind myself of what a three phase sine-wave oscillator looks like. Most of them look more or less like part A of the picture below:

(Sorry, I have no circuit diagram software, so I threw together a sketch with my graphics tablet. I promise that, whatever that mess looks like, I do actually know how to use it.)
... I'll come on to part B in a minute, but for now, part A, as I don't want to just take any old circuit diagram and not understand what's happening.
This is completely rudimentary stuff, I know, but I'd like to see if I actually know what's happening. So, here's me trying to apply my limited knowledge. Please correct me where I'm wrong.
R1, R2 and R3 are all the same and usually seem to be between 1kΩ to 3.3 kΩ in most versions of the circuit I've come across. They're obviously current limiting resistors that stop the transistors shorting the power supply (or each other, which is why they're all individually current limited, not one current limiting resistor for the whole circuit).
R4 (and R5 & R6) control the rate at which C1 (and C2 & C3) charge or discharge, therefore setting the time constant and the frequency of the oscillation.
It's C1 (etc) that switches T1 (etc - sorry, I realise I failed to label the transistors*). When there's charge in C1, there's a potential across T1's base to the Emitter, current flows, switching T1 on so current can flow from the Collector to the Emitter. Output 1 then goes low, and C2 therefore discharges through R5 (switching T2).
*While I'm at it, also assume I will include a switch in the circuit!
When C1 is empty, there's no potential, no current, T1 is off, Output 1 is high, and C2 then charges through R1 and R5.
~~~~~
So, assuming I'm not making drastic mistakes, at this stage, I have a few questions:
1) When I switch the circuit on, what starts the oscillation? Is it simply the tolerances of the parts? Because without that, it looks like all capacitors would charge simultaneously until an equilibrium was reached with the rate they were discharging through the transistors.
2) A few versions of the circuit had an extra resistor at the point marked Q, of the same resistance as at R1, R2 or R3.
I'm guessing that the purpose of this would be so the resistance that the capacitors discharge through is the same as the one they charge through (which presumably results in a better sine-wave?)
3) If I wanted four or five phases instead, do I need to do anything more complex than just copy the repeating unit here? Having more phases would allow me to use more LEDs and improve the "resolution" of the lighting effect.
4) I'm assuming the frequency is calculated the same way as a normal phase-shift sine-wave oscillator:
f = 1/(2 * pi * R * C * SQRT(2 * number of stages))
I'm looking for a frequency somewhere in the region of 0.2 to 0.5 Hz (I'm not certain yet, so I will probably actually have R4, R5 and R6 as preset potentiometers so I can decide what looks best), so I'm assuming I need R * C to be in the region of 0.1s to 0.3s, depending on exactly how many stages I have.
~~~~~
And on to circuit B. This is the very rudimentary circuit I plan for each phase to drive.
R7 is the current limiting resistor (and will probably be shared between all the mini-arrays).
R8... well, I've thrown this in as it occurs to me that the LED's voltage drop will clip the sine-wave, and I don't want them spending too much of the cycle off (as I'm hoping to run everything on a relatively low voltage, ideally 2.4V, but no more than 4.8V)
... and on the front of clipping the sine wave, it's also just occurred that I probably need a further resistor limiting the current supplied to the transistor's base, as otherwise it may spend much of the cycle fully "on" (at least as far as the available current is concerned).
~~~~~
Hmmph. Sorry about that rambling mess. I'm really rusty, and I want to make sure I know what I'm doing rather than screwing up, so any advice you can give will be very useful.