Someone brought this up on the off-topic forums. If it works, it can provide greate control over valve timing and give all the crankshaft power to wheels, but I personally think this is a very technically demanding project. According to my math, a valve needs to be completely opened like you would with a valve compressor within 350µS.
To summarize it, each solenoid must be:
Small enough to be able to include one for every valve.
Not cost $1,200 a piece
Able to withstand temp and mechanical extreme found by engine for many years
Able to fully actuate the valve within 750µS
Have low enough inductance to allow fast response to 1,350Hz pulse
Able to take this at least 133 operations a second for hours and should not require maintenance for years.
Anybody have technical comments to add to this?
I'm pretty sure I calculated anything right, but if you see anything wrong please correct it.
So far this is what I came up with:
First of all, let's take a look at the four cycles
E=exhaust, I=Intake
TDC=Top dead center, LDC=Lower Dead center
Intake cycle: piston starts at TDC, intake valve open as soon as possible and closes before or at the moment piston reaches BDC
Compression: I and E closed, piston reaches TDC
Power: I and E closed, piston rolls off TDC slightly and ignited at certain timing
Exhaust: immediately before or right when piston reaches BDC exhaust valve opens, then immediately switch over to intake cycle.
The engine has exactly half a revolution to complete each intake and exhaust cycle. In order to effectively complete each cycle, the valve must be opened as soon as possible at the beginning of each cycle.
Valve only operates on the first and the fourth cycle.
Let's say within 20% of the cycle time, which is 1/10 of a revolution(36°).
First of all, the valve springs needs to be very strong to give reasonable closing response time. To open the valve you have to counter the resistance of spring and the momentum of the valve. According to F=m * a, greater the acceleration greater the force you need. I'd rule pneumatic valve out at this point since air is too cushiony in it's piping and drags the response time too long.
At 8,000RPM, crank shaft turns 133 times(532 individual cycles) a second. In order to completely open the valve within 1/5 the cycle time, valves needs to be capable of completely opening within 1/10 the revolution.
With those values, valves can take no grater than 752µS to go from completely closed to completely open position. Give it a little headroom and make that 750µS. The driving solenoid will be powered with approximately 1,350Hz pulse.
The solenoid must be capable of generating a force great enough to operate a valve within 750µS, have good enough inductive response to 1,350Hz pulse is capably mechanically and thermally to repeat this cycle 133 times every second.
Those solenoids will use alot of inrush power and each one might even need a farad capacitor.
Additions:
The energy required to open each valve can be calculated by 1/2kx^2 +thermal loss within the spring and acceleration applied upon each valves.
Required mechanical power is total energy per stroke/750µS. I wouldn't be surprised it's in orders of multi kilowatts.
Required electrical power is total mechanical power x solenoid efficiency.
Obcourse the device for such high current, high speed swithing brings another difficulty.
To summarize it, each solenoid must be:
Small enough to be able to include one for every valve.
Not cost $1,200 a piece
Able to withstand temp and mechanical extreme found by engine for many years
Able to fully actuate the valve within 750µS
Have low enough inductance to allow fast response to 1,350Hz pulse
Able to take this at least 133 operations a second for hours and should not require maintenance for years.
Anybody have technical comments to add to this?
I'm pretty sure I calculated anything right, but if you see anything wrong please correct it.
So far this is what I came up with:
First of all, let's take a look at the four cycles
E=exhaust, I=Intake
TDC=Top dead center, LDC=Lower Dead center
Intake cycle: piston starts at TDC, intake valve open as soon as possible and closes before or at the moment piston reaches BDC
Compression: I and E closed, piston reaches TDC
Power: I and E closed, piston rolls off TDC slightly and ignited at certain timing
Exhaust: immediately before or right when piston reaches BDC exhaust valve opens, then immediately switch over to intake cycle.
The engine has exactly half a revolution to complete each intake and exhaust cycle. In order to effectively complete each cycle, the valve must be opened as soon as possible at the beginning of each cycle.
Valve only operates on the first and the fourth cycle.
Let's say within 20% of the cycle time, which is 1/10 of a revolution(36°).
First of all, the valve springs needs to be very strong to give reasonable closing response time. To open the valve you have to counter the resistance of spring and the momentum of the valve. According to F=m * a, greater the acceleration greater the force you need. I'd rule pneumatic valve out at this point since air is too cushiony in it's piping and drags the response time too long.
At 8,000RPM, crank shaft turns 133 times(532 individual cycles) a second. In order to completely open the valve within 1/5 the cycle time, valves needs to be capable of completely opening within 1/10 the revolution.
With those values, valves can take no grater than 752µS to go from completely closed to completely open position. Give it a little headroom and make that 750µS. The driving solenoid will be powered with approximately 1,350Hz pulse.
The solenoid must be capable of generating a force great enough to operate a valve within 750µS, have good enough inductive response to 1,350Hz pulse is capably mechanically and thermally to repeat this cycle 133 times every second.
Those solenoids will use alot of inrush power and each one might even need a farad capacitor.
Additions:
The energy required to open each valve can be calculated by 1/2kx^2 +thermal loss within the spring and acceleration applied upon each valves.
Required mechanical power is total energy per stroke/750µS. I wouldn't be surprised it's in orders of multi kilowatts.
Required electrical power is total mechanical power x solenoid efficiency.
Obcourse the device for such high current, high speed swithing brings another difficulty.