Motors that have sat for a long time seldom show compression specs that meet book. Get it running and then start worrying about whether the compression is a problem. It's got plenty enough to start.
- Mark
+1
After some search and read, I found wikipedia references to CRs, cylinder Pressure, Volumetric efficiency etc.
Essentially, the raw ‘compression test’ pressures in the cylinder(s) are determined by dynamic compression ratio (DCR), specific heat ratio(between 1.2 and 1.4 power), atmospheric pressure (say 14.7lb@sl), , and volumetric efficiency as % or factor of 1.
DCR is the effective closed cylinder CR after allowing for valve timing/actuation, and is almost always less than static CR.
Specific Heat Ratio is a value representing the increased pressure produced due to thermal expansion of the a/f mixture when compressed.
Volumetric efficiency is the expression of closed cylinder a/f volume as a percentage of closed cylinder volume.
Expressed as (DCR ^1.3 x 14.7 x 1)
Or, using 9:1 DCR
9^1.3 x 14.7 x 1
= 17.4 x 14.7 x 1
= 256psi
For an equivalent pressure gauge reading, you deduct the atmospheric pressure (14.7 psi). The actual ‘compression test’ figure as seen on a gauge would therefore be 241psi.
The real world numbers have to incorporate actual values to get close to spec pressures on a gauge.
For example, with a static CR of 9:1, a DCR of 7.5:1 and other factors remaining the same, the equation becomes
(7.5^1.3 x 14.7 x 1) – 14.7
= (13.73 x 14.7 x 1) - 14.7
= 187 psi
For comparison to factory test spec numbers, all of these values should be considered variable to some degree in any calculation attempted. e.g a V Efficiency of 96% changes the above result to 179 psi etc.
The main difficulty arises when attempting to identify Volumetric Efficiency. Everything else can be assumed, calculated or measured to a close value.
I suppose at least with all other main values known and a good test gauge attached to a well built engine, the Volumetric Efficiency could be reasonably derived.................