While 'motoring-in' the engine I decided to try to quantatively check the compression in each of the cylinders. For this engine build, I made the compression tester in the photo. I designed it for use with a model engine with negligible volume below its check valve. The chrome center portion of the gauge was robbed from a $5.00 peak reading tire tester from a local auto store. I added a spring-loaded ball check valve in the bottom portion which is threaded to screw into a 10mm spark plug hole. At the top I adapted a 0-100 psi gauge that I bought at the NAMES show last year. Since the pushrods and rockers aren't yet installed, I have to manually pump one of the valves with my finger about once per crank revolution to allow fresh air into the chamber while the engine is spinning. After a half dozen or so revolutions, the peak compression pressure is accumulated by my peak reading gauge, and the reading should approach what I would obtain from a conventional compression test.
After passing 125 mL of oil through the engine during 'motoring,' I obtained the following measurements:
#1 = 83 psi
#2 = 68 psi #9 = 83 psi
#3 = 72 psi #8 = 72 psi
#4 = 72 psi #7 = 72 psi
(I did not have enough clearance in this setup to screw my gauge into cylinder numbers 5 or 6.)
Taking an average reading of 75 psi, this would make the average dynamic compression ratio = 75psi/14.7psi = 5.1
The compression ratio spec'd by Hodgson for this engine is 6.7. I computed the static c.r. for this engine using Hodgson's drawings since measurements of all my parts that affect the c.r. agree almost exactly with his drawings.
Here's what I obtain:
Head volume due to conical section of head = (pi/3)(r^2)h = (pi/3)(.6025^2)(.281) = .107 cu.in.
Head cylindrical volume due to thread relief = (pi)(r^2)h = (pi)(.6025^2)(.030) = .034 cu.in.
Head cylindrical volume due to aluminum washer offset = (pi)(r^2)h = (pi)(.6025^2)(.030) = .034 cu.in.
Cylindrical volume from piston top below top of cylinder at TDC = (pi)(r^2)h = (pi)(.5^2)(.062) = .049 cu.in.
Total volume at TDC = .107 + .034 + .034 + .049 = .224 cu.in.
Volume at BDC = .224 + (pi)(r^2)(stroke) = .224 + (pi)(.5^2)(1.125) = .224 + .884 = 1.108 cu.in.
Static c.r. = 1.108/.224 = 4.9
I believe Hodgson left out the excess volumes due to the thread relief and the aluminum washer used as the head gasket in his calculations because the result is 6.7 if these are ignored.
I plan to make a final compression test after the motoring is finished and the pushrods are installed to see if the extra motoring time improves any of the pressure readings.
Terry