Seriously though, just build a good saw, keep it simple, then make the next one better. Wild ideas, radical redesigns and significant departures from the original factory thinking usually result in poor running saws. Most times factory designs are pretty good, just build off what they got going. Look for the bottle necks and fix them one at a time.
Roger that! I'll try to be reasonable...but it isn't easy. I can recognize sound advice, I just have a little trouble following it.
OK...I've been convinced that increasing compression won't reach a point where you will get power loss in a saw unless you do something drastic.
I am, however, still interested in the why. I'm not being argumentative, I just am interested in the theory just for theory's sake. I know it is annoying, but if it annoys you, just ignore me and I'll stop. Maybe...
What caught my attention in Bell's and Jennings' stuff was not reliability or safety issues, but actual power loss, or at least diminishing returns. The returns got less and less at higher rpms and greater scavenging efficiency.
A lot of this, it seems, could be a function of using a tuned pipe, because it is more efficient at higher rpms. TWolf said that you have to really try to make a saw knock...does it get easier with a pipe? Do you have to start worrying about detonation with an expansion chamber? (Don't worry...I'm not going there with a saw, just in my head)
The relationships between piston speed and flame propagation rates is key here to understanding some of the reasons a saw will beneficially tolerate higher compression ratios in respect to higher output.
Certain things like flame propagation rate are fixed, while distances and surface area to volume relationships vary greatly from one size engine to another.
So, for a constant air-fuel mixture, propagation rate is the same for any engine...but pressure has an influence too, does it not?
From what I've read, propagation rate will be affected by the "quality" of the mixture as well. Atomization of the fuel improves at higher rpm (compensated for to some extent by a richer mixture at low rpm) and, in some cases, scavenging efficiency improves with increasing rpm (up to a point), so do propagation rates to increase (up to a point) as rpm goes up?
Is the relationship between propagation rate and piston speed a separate issue from the relationship (if any) between propagation rate and rpm? If so, that would go a long way to explaining the difference between bikes and saws. With a relatively shorter stroke, the piston covers less distance for the same rpm, so piston speed would be slower...if propagation rate and piston speed were positively correlated, then the lower rate for the "squarer" engine would make it "safer".
Lastly...does the relatively short stroke of a saw engine compensate for some of the mechanical and cooling losses that occur at high compression in motorcycle engines?
Like I said, if all (or any) of my questions are annoying, just ignore them (and me). Discussing things like this is tremendous fun for me, but I can definitely see how it could be burdensome to someone who felt obligated to supply answers.
if you want to know "why" in the most precise mechanical way or at the molecular level then you will likely want to expand your library beyond Blair and Jennings lol!
Or, you could make some suggestions (as long as it isn't that >$200 book!), and get a temporary reprieve!
Thanks for all the help thus far.