I had to do some research and
believe the following to be correct - please let me know if not !
The "Compression Ratio" is an expression of the
ratio between the uncompressed volume of the cylinder,
with the piston at it's lowest position ( "Bottom Dead Centre" ) and the fully compressed volume
of the cylinder when the piston is at it's highest position ( Top Dead Centre" ).
You cannot alter the compression ratio of the engine without some major engineering
such as changing Pistons and cylinder bores etc.
As
trophied says, it is usual to compare the individual compression pressures of the 3 cylinders,
which should all be more or less the same. If one ( or two ) is/are noticably lower than the other(s)
this should be investigated further as it may indicate a problem with the valves, piston rings,
cylinder bore(s), or gasket sealing of that/those cylinder(s).
To get an idea of the approximate pressure of a cylinder under compression,
we will use the compression ration of
10.9:1 that you quoted,
which means the compressed volume is 10.9 times smaller than the uncompressed volume.
NOTE : My Owners Handbook AND Service Manual both quote a compression ratio of
11:1 !

( If the volume of a single cylinder is 405cc ( 1215cc divided by 3 ),
then it's compressed volume at a Compression Ratio of 10.9:1 would be 37.156cc,
however these figures are not needed to calculate the compressed pressure ).
To calculate an
estimate of what the compressed pressure should be,
obtain the Atmospheric pressure at the location of the test,
and multiply it by the Compression Ratio of the engine.
Local Atmospheric pressures can be obtained from Weather Apps, or here :
e.g.
Radar Live.comWhere I am right now the Atmospheric pressure is
1027mbTo
convert mb ( millibars ) to psi ( Pounds per square inch ) multiply by
0.014503771027mb x 0.01450377 =
14.895375665 psi.
The estimated / approximate Pressure of the engine at maximum compression
( assuming a "perfect" engine which returns to Atmospheric pressure at Bottom Dead Centre,
and has no leakage from valves, piston rings, cylinder head gasket etc. under compression ) would be :
Atmospheric Pressure (
14.895375665 psi ) x Compression Ratio (
10.9 ) =
162.359594 psiHope this helps !
Cheers

