L99 cylinder volume - Chevy Impala SS Forum
 
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post #1 of 8 (permalink) Old 11-24-2012, 03:54 PM Thread Starter
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L99 cylinder volume

Does anyone know the cyl volume on a L99?

350 musi alum heads 503 cam 11.93 1.62 60@112 n/a 11.50 @115 1.52 60 100 shot
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post #2 of 8 (permalink) Old 11-24-2012, 05:32 PM
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Quote:
Originally Posted by bigblock671 View Post
Does anyone know the cyl volume on a L99?
It is 538.92 cc's

The mathematical equation is bore (3.736) x bore (3.736) x stroke (3.00) x 12.8704 = swept volume of 1 cylinder
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post #3 of 8 (permalink) Old 11-24-2012, 11:23 PM
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Quote:
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.......The mathematical equation is bore (3.736) x bore (3.736) x stroke (3.00) x 12.8704 = swept volume of 1 cylinder
........hell, I'd just do 4.3 divided by 8 = .......

That would get you into the neighborhood .

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post #4 of 8 (permalink) Old 11-24-2012, 11:48 PM
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Quote:
Originally Posted by KW Baraka View Post
........hell, I'd just do 4.3 divided by 8 = .......

That would get you into the neighborhood .

KW
Well assuming you mean divide 4.3 liters by 8 that would only give you the liters for one cylinder NOT the CC's of swept volume. Now assuming you mean to divide the 262 cubic inches that would only give you the cubic inches for 1 cylinder and still not the CC's of swept volume.

I'm assuming the OP is trying to figure out either his existing compression ratio or needs the info to change the compression ratio by using heads with a different combustion chamber volume or pistons to achieve a different compression ratio.
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post #5 of 8 (permalink) Old 11-25-2012, 12:15 AM
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Quote:
Originally Posted by 4x4high View Post
I'm assuming the OP is trying to figure out either his existing compression ratio or needs the info to change the compression ratio by using heads with a different combustion chamber volume or pistons to achieve a different compression ratio.
Or maybe he is looking for the right value to put into his bin file since he's in the PCM section?
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post #6 of 8 (permalink) Old 11-25-2012, 01:06 PM
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GM's answer for this value is
537.94

1g1bl82p7rr127841
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post #7 of 8 (permalink) Old 11-28-2012, 04:50 PM
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post #8 of 8 (permalink) Old 11-28-2012, 07:15 PM
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Volume of any cylinder is: Height*pi*(diameter^2)/4.

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