03-30-2017, 10:25 AM | #1 |
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Cubes
I was checking an old mercury flathead and I found it is has a .030 over bore . My Math skills are such that I can't figure out the cubes .
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03-30-2017, 10:31 AM | #2 |
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Re: Cubes
All flatheads did not start with the same stock bore, so .030 over what? What block do you have? Even further, what crank do you have? That's important also.
Mac VanPelt's site is a great one to bookmark and refer back to a LOT. Displacement chart: http://www.vanpeltsales.com/FH_web/f...ifications.htm There were varios bores in the different flatheads across the range of years from 1932-1953 and different for Ford and Mercury. And a "Mercury" engine could really be a Ford engine that someone bolted on Mercury heads. And in 1949, merc motors went to 4 inch stroke, rather than 3 3/4 stroke. That also effects cubic inch displacement. so, measure the bore size, and the throw of the piston, and repost and we can help you out.
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-------------- Drive it like you know how to fix it! DMAFC / OILERS CC-MC Last edited by Jason in TX; 03-30-2017 at 11:23 AM. |
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03-30-2017, 10:34 AM | #3 |
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Re: Cubes
sorry about the lack of info the block is a 255 cu from a 1953 mercury
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03-30-2017, 10:40 AM | #4 |
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Re: Cubes
Editing my wrong answer. I said 274.
It's actually 260 cubic inches like estout 81 said below. Formula: Pi (3.1416) times rČ (radius is 1/2 the actual bore size) times stroke times 8 cylinders. So 3.1416 times (half the bore diameter squared) 2.5881 times 4 times 8 = 260.185 cu. in.
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-------------- Drive it like you know how to fix it! DMAFC / OILERS CC-MC Last edited by Jason in TX; 03-30-2017 at 11:29 AM. |
03-30-2017, 10:41 AM | #5 |
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Re: Cubes
Thank you Jason it looks like it is a 274 . Very helpful
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03-30-2017, 11:12 AM | #6 |
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Re: Cubes
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03-30-2017, 11:27 AM | #7 |
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Re: Cubes
Ooops! You're right! Sorry about that. I was going up to the .125 bore. Staring at that chart a little too much.
Formula: Pi (3.1416) times rČ (radius is 1/2 the actual bore size) times stroke times 8 cylinders. So 3.1416 times (half the bore diameter squared) 2.5881 times 4 times 8 = 260.185 cu. in. Good catch estout81!
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03-30-2017, 11:50 AM | #8 |
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Re: Cubes
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03-30-2017, 12:10 PM | #9 |
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Re: Cubes
Thank You all for your help If needed I am a Chaplain.
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03-30-2017, 12:26 PM | #10 |
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Re: Cubes
Bore (3.2175) x 3.2175 x 4 x .7854 x 8 = 260.1824 cu. In.
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