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Combustion chamber size after milling .020"?

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Old Jul 29, 2002 | 01:59 PM
  #1  
Jim S. '95 Z28's Avatar
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Question Combustion chamber size after milling .020"?

Not sure this is advanced, but.......

Granted 53cc stock LT1 chambers, how much does milling heads .020" reduce the size? TIA!

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Old Jul 29, 2002 | 03:38 PM
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30 thousandths?

Or...

Anyone want to give us the pole instead of the fish and post the formula .


Ryan

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Old Jul 29, 2002 | 06:03 PM
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I dont think there is a formula for this. The combustion chamber is sort of an irregular shape and calculating its volume would getnasty real quick. Plus you would need a different formula for each type of combustion chamber (open chamber, closed, hemi, etc). I'm quite certain it's just easier to get out a graduated cylinder and measure it

Anyways back to the original question. As a "rule of thumb" AFR says flat milling reduces volume by 1 cc for every .006" taken off. So .020" would knock 3.33cc's (.020/.006) of one of their heads. For angle milling its one cc per .008". Stock LT1 heads would probably be pretty close.

That said those are just general guidelines, to get you in the ballpark. The only way you'll really know the volume is to measure them once you're done.

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Old Jul 30, 2002 | 01:56 AM
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Jim S. '95 Z28's Avatar
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1cc for every .006"? Thank you sir - that's a big help. Just need to plug it into the CR formula now

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Old Jul 30, 2002 | 08:11 AM
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Jim S. '95 Z28's Avatar
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If my math is correct, overall swept volume, gasket volume, deck height volume, and piston volume remaining equal, milling the heads .020 should increase compression about .25 points. Thanks again for the info.
Old Jul 30, 2002 | 01:24 PM
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<font face="Verdana, Arial" size="2">Originally posted by Soma07:
I dont think there is a formula for this. The combustion chamber is sort of an irregular shape and calculating its volume would getnasty real quick. Plus you would need a different formula for each type of combustion chamber (open chamber, closed, hemi, etc). I'm quite certain it's just easier to get out a graduated cylinder and measure it

</font>
Makes sense. Thanks man!

Ryan

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