I'm going to calculate the stock compression ratio using numbers found in different threads, and a couple other sources.
So I've read a bit-o-this and a bit-o-that.......
Sources
Compression Ratio Explained: http://www.team-integra.net/sections/articles/showarticle.asp?ArticleID=233
Calculating displacement: http://www.gm.com/explore/education/9-12/technology/ice_volume.html
Head and piston volumes: http://www.supramania.com/forums/showthread.php?t=14760
Ok, here goes with my first simplified formula:
CR = (D + PV + G + CC) / (PV + G + CC)
CR = Compression Ratio
D = Displacement
PV = Piston Volume
G = Gasket Volume
CC = Combustion Chamber Volume
To solve for displacement we need:
Bore size = 83mm
Stroke = 91mm
83/2=41.5mm(The radius)
Volume of a cylinder = pi*radius*radius*height
3.1416*41.5*41.5*91 = 492,336 = 492cc (492cc*6=2952cc, check!)
To solve for gasket volume we need:
Gasket thickness = 1.37mm
Bore size = 84mm
Using an equivalent formula to the displacement one, we get:
Gasket volume = 0.785*84*84*1.37 = 7.6cc
Piston volume = 19cc
Combustion Chamber volume = 40cc
Back to the original simplified formula:
(492cc+19cc+7.6cc+40cc)/(19cc+7.6cc+40cc) = 8.387, which is pretty close to the 8.4:1 ratio that we already know is stock.
Now, it's the deck clearance volume that's messing me up... here's the complete formula:
CR=(D + PV + DC + G + CC) / (PV + DC + G + CC)
CR = Compression Ratio
D = Displacement
PV = Piston Volume
DC = Deck Clearance Volume
G = Gasket Volume
CC = Combustion Chamber Volume
First off, the "deck clearance volume" is the volume between the piston top and the top of the block at TDC. If we use a Deck Clearance of 0.508mm (20 thou), the resulting negative volume is 2.8cc's (84mm HG bore).
So,
(492cc+19cc-2.8cc+7.6cc+40cc)/(19cc-2.8cc+7.6cc+40cc) = 8.71:1 !!!
Obviously, that's off. So what's happening? Which numbers are wonky? Do I need more accurate measurements?
Jim
So I've read a bit-o-this and a bit-o-that.......
Sources
Compression Ratio Explained: http://www.team-integra.net/sections/articles/showarticle.asp?ArticleID=233
Calculating displacement: http://www.gm.com/explore/education/9-12/technology/ice_volume.html
Head and piston volumes: http://www.supramania.com/forums/showthread.php?t=14760
Ok, here goes with my first simplified formula:
CR = (D + PV + G + CC) / (PV + G + CC)
CR = Compression Ratio
D = Displacement
PV = Piston Volume
G = Gasket Volume
CC = Combustion Chamber Volume
To solve for displacement we need:
Bore size = 83mm
Stroke = 91mm
83/2=41.5mm(The radius)
Volume of a cylinder = pi*radius*radius*height
3.1416*41.5*41.5*91 = 492,336 = 492cc (492cc*6=2952cc, check!)
To solve for gasket volume we need:
Gasket thickness = 1.37mm
Bore size = 84mm
Using an equivalent formula to the displacement one, we get:
Gasket volume = 0.785*84*84*1.37 = 7.6cc
Piston volume = 19cc
Combustion Chamber volume = 40cc
Back to the original simplified formula:
(492cc+19cc+7.6cc+40cc)/(19cc+7.6cc+40cc) = 8.387, which is pretty close to the 8.4:1 ratio that we already know is stock.
Now, it's the deck clearance volume that's messing me up... here's the complete formula:
CR=(D + PV + DC + G + CC) / (PV + DC + G + CC)
CR = Compression Ratio
D = Displacement
PV = Piston Volume
DC = Deck Clearance Volume
G = Gasket Volume
CC = Combustion Chamber Volume
First off, the "deck clearance volume" is the volume between the piston top and the top of the block at TDC. If we use a Deck Clearance of 0.508mm (20 thou), the resulting negative volume is 2.8cc's (84mm HG bore).
So,
(492cc+19cc-2.8cc+7.6cc+40cc)/(19cc-2.8cc+7.6cc+40cc) = 8.71:1 !!!
Obviously, that's off. So what's happening? Which numbers are wonky? Do I need more accurate measurements?
Jim