As it is, folks run miata motors on a 4-minus-1 wheel.

My response :w): i was thinking
w): about using pvc pipes for coolant
w): cos it's so easy and cheap
w): but i'm wondering whether pvc pipes (like household type waste pipes) will be good enough
w): cos they would be very clean to install...
When quoted to someone else I know I got a genuine :Fred: tip some boiling water on one and answer your own questions
At which point I knew that I had to post it here! Then the secondary discussion degraded into the merits of using coat hangers as welding wire and coke bottle gasses as shielding gas. We agreed that if you shook the bottle too much you wouldn't get much welding done...s: coolant????
s: WTF?
Yes and not necessarily. If you do a few test runs with a good number of squirts, things should be averaged out within the run. It then depends on how precise your fuel measurement is and which test fluid you use (influences how much evaporation you get).8InchesFlacid wrote:Could you use an MS-II for figuring out open times and flow rates for an injector? Probably, but it would take a lot of averaging from many runs.
Fred.(06:47:14) AbeFM: 800 injections. Run it five times
(06:47:46) AbeFM: 24 cc, 24.1 cc, 58cc, 23.9cc, 37 cc
(06:47:59) AbeFM: Damnit it ALMOST makes sense.
(06:48:23) Fred: LOL
This will give you the dead time. However, once you have it you can use the same measurements to compute the flow rate. The equation is left as an exercise.The best method, for the purpose of tuning the injector response, is to measure the fuel flow at different pulse widths and compute the dead time. You could do 1000 pulses (or whatever is practical depending on your setup because it will be factored out at the end) of a certain pulse width (say 5ms), measure the fuel injected, then do 1000 pulses or another pulse width (say 10ms), and measure the fuel injected. Then you compute the dead time. So you would have:
1000 x Inj x (PW1 - DT) = MF1
1000 x Inj x (PW2 - DT) = MF2
=> (PW1 - DT) / MF1 = (PW2 - DT) / MF2 => DT = (MF2 x PW1 - MF1 x PW2) / (M2 - MF1)
where
Inj = injector size (not important because it's factored out)
PWx = pulse width for the test
MFx = measured fuel for the test (units are not important as long as they are consistent)
DT = injector dead time (instead of calling it opening time)