RAMM
Well-Known Member
Changing compression does not alter flow one single bit unless the piston is domed or the head milled to the point that airflow around the valves is altered (a lot, in other words).
Think about it: Compression happens when? When valves are closed.
Compression ratio is:
Volume of cylinder at BDC
Volume of cylinder at TCD
That's it, nothing more. No elasticity (the fluid effects of air in motion cannot be altered by the above ratio), no way, no how. Quench has nothing to do with airflow through the head, unless the quench area is shrouding the valves. Quench only occurs near or at TDC on compression, when valves are...closed.
In fact, let's look at it another way...
Let's say that we want to increase the volume @ BDC so we can "increase airflow". We can either dish the piston, or increase displacement. Since we're not increasing displacement, we dish the piston. We are now effective "pulling harder" (In truth blowing harder, but I digress) because there's a larger volume to fill, and we might get more airflow.
Problem: That dished piston also increased the volume at TDC. And due to ratios, our compression just dropped. The exact opposite of what's been supposed in this thread.
In reality, you'd have to dish that piston to beyond daylight to make a difference, but it highlights what's really going on.
If you think that increasing compression can increase airflow through a head, your understanding of the internal combustion engine is fundamentally flawed.
Holy crap is this going to get muddy! Your analogy is wrong as you state with your Problem in that creating a dish lowers the compression. I was wrong with my syringe example too. The STATIC volume of air ingested will NOT increase with a higher compression ratio. The DYNAMIC volume of air ingested WILL increase with a higher compression ratio (More air will be pulled in within the same time--higher velocity)
A bigger squeeze will result in a bigger blow--Yes? And by blow I am referring to atmospheric pressure forcing air into the cylinder.
You've got me wondering how to mathmatically prove or disprove this. J.Rob