Head Work Question
Placeholder. Give me a few minutes to run evereything.
The .1 difference is because of a difference in how I rounded the original answer.
This of course assumes that the head's chamber diameter is equal to the bore diameter, which may not be the case.
bore diameter: 84mm
bore radius: 42mm
total engine displacement: 1975cc
per-chamber engine displacement: 493.75cc
per-chamber head volume: 47cc
shave: .04"
.04"*25.4=1.016mm
bore radius^2*pi = area of bore
(42mm^2)*3.141592=5541.768288mm^2
area of bore * shave = volume lost
5541.768288mm^3 * 1.016mm = 5630.43658061mm^3
5630.43658061m^3 = 5.63043658061cc
per-chamber head volume - volume lost = new per-chamber head volume
47cc - 5.63cc = 41.37cc
per-chamber engine displacement - head volume = per-chamber swept volume
493.75cc - 47cc = 446.75cc
(per-chamber swept volume + per-chamber head volume) / per-chamber head volume = original compression ratio
(446.75cc + 47cc)/47cc = 10.5053191489
(per-chamber swept volume + new per-chamber head volume) / new per-chamber head volume = new compression ratio
(446.75cc + 41.37cc)/41.37cc = 11.7988880832
bore radius: 42mm
total engine displacement: 1975cc
per-chamber engine displacement: 493.75cc
per-chamber head volume: 47cc
shave: .04"
.04"*25.4=1.016mm
bore radius^2*pi = area of bore
(42mm^2)*3.141592=5541.768288mm^2
area of bore * shave = volume lost
5541.768288mm^3 * 1.016mm = 5630.43658061mm^3
5630.43658061m^3 = 5.63043658061cc
per-chamber head volume - volume lost = new per-chamber head volume
47cc - 5.63cc = 41.37cc
per-chamber engine displacement - head volume = per-chamber swept volume
493.75cc - 47cc = 446.75cc
(per-chamber swept volume + per-chamber head volume) / per-chamber head volume = original compression ratio
(446.75cc + 47cc)/47cc = 10.5053191489
(per-chamber swept volume + new per-chamber head volume) / new per-chamber head volume = new compression ratio
(446.75cc + 41.37cc)/41.37cc = 11.7988880832
The .1 difference is because of a difference in how I rounded the original answer.
This of course assumes that the head's chamber diameter is equal to the bore diameter, which may not be the case.
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Joined: Sep 2001
Posts: 10,795
Likes: 5
From: Pflugerville, TX
Vehicle: 2000 Elantra
Interesting. Veeeeery interesting. I have read reports of heads with Singh grooves running just fine on pump gas after shaving 1mm off the bottom of the head. Hm....
Likely because the actual comp ratio dropped down due to the removed material that makes the grooves?
At least that's the explanation I have.
EDIT: I hate touchscreen keyboards...
At least that's the explanation I have.
EDIT: I hate touchscreen keyboards...


