Is there something wrong with my math?

Thump_rrr

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Is this some of this new math that kids are learning today?
Area of a circle is pi x radius squared
Displacement is area x stroke x number of cylinders
Bore is 3.552 so radius is 1.776
Radius squared is 3.154 x pi = 9.909
9.909 x 3.750 = 37.159 x 8 cyl = 297.274

1L=61.024 cubic inch
297.274/61.024 = 4.871L

What am I doing wrong?
http://www.coasthigh.com/Ford-5-1L-Modular-short-blocks-dish-top-3V-s/12523.htm
 
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Coiled03

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Math is good. Not sure where the missing 0.3L is. I'd guess it's chamber volume, but then, they don't know what heads you're going to run.
 

WhiteFaleen2001

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I am getting the same answer using the following:

Displacement = pi/4 x bore^2 x stroke x #cyl
D= 3.14159/4 x 12.616704 x 3.750 x 8
D= 3.14159/4 x 378.50112
D=297.27

1L = 61.0237 cubic inch
297.27/61.0237 = 4.87L
 

SonicDTR

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I am getting the same answer using the following:

Displacement = pi/4 x bore^2 x stroke x #cyl
D= 3.14159/4 x 12.616704 x 3.750 x 8
D= 3.14159/4 x 378.50112
D=297.27

1L = 61.0237 cubic inch
297.27/61.0237 = 4.87L



9.3cc per piston, and the "tech specs" tab says 53.9cc heads, adding it to your 4.87L that comes out to 5052.2cc's....some rounding makes it 5.1L (5100cc).

Just my guess.
 
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James Snover

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The stroke for the 4.6 is 3.54, if I remember correctly.
 

Thump_rrr

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9.3cc per piston, and the "tech specs" tab says 53.9cc heads, adding it to your 4.87L that comes out to 5052.2cc's....some rounding makes it 5.1L (5100cc).

Just my guess.

I used the following calculator using deck height, cylinder head displacement, piston dish and compression ratio and still came up with the same result.
http://www.cbperformance.com/v/enginecalc.html
 

Thump_rrr

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Try 3.625, here it says the 3.552 are for the 5.0
http://www.coasthigh.com/Ford-4-6L-Modular-short-blocks-s/125.htm
Also the cc of heads and pistons aren't caculated in to find displacement.
I already tried it and it is correct with those pistons but those are for the BOSS block which are not the pistons advertised.
They also state that it's a Romeo block which is a 2V iron block.

I'm wasting my time looking at this.
What I really need to find is a Kellogg 3.750 stroker crank to seem my spare engine to JDM to get built right.
 

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