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MG MGA - Any math wizes out there?
Hi, I got a 1622 cc engine that's been bored out at 60 over. Anyone know how you would calculate what the new cc would be? Thanks |
Darian Henderson |
I reckon that makes it 1687cc or there abouts. Your bores = 3.060 inches Stroke = 3.5 inches Cylinder surface area is 3.1416 (pi) x (3.060/2)squared = 7.35417144 square inches. Volume per cylinder is 3.5 x 7.35417144 = 25.73960004 cubic inches. Total volume = 4 x 25.73960004 = 102.9584002 cubic inches. 1 cubic inch = 16.387064 cubic centimetres. Total metric volume = 102.9584002 x 16.387064 = 1687.185893 cc. Some people use a slightly different figure for pi so you may get a little variation on my figures. Steve MG |
Steve Gyles |
Thanks a lot Steve. I really appreciate it. Darian |
Darian Henderson |
Steve, Your answer is correct, but you forgot to note in your formula that the area of a circle is (pi)x(radius)squared. Therefore you must divide the diameter of the bore by 2 to get the radius, then square that number, and multiply by 3.1416 (pi). I just calculated my engine dissplacement and it comes out to 1643cc. (My 1622 is bored .020 oversize.) |
Ed Bell |
Ed, he did that. Look again! |
Art |
Art, You are right. I guess my eyes are not as good as they used to be, or maybe it's the brain they are attached to. I was looking for the line below the diameter with a 2 under it. I don't know if that is even possable to achieve on a keyboard. My apologys to Steve. When you are right, you are right, and no one can say otherwise. Merry Christmas to all. We are having a wet one here, so the MGA is still in the garage. |
Ed Bell |
Ed No apologies necessary. I was in dread of putting my head above the parapit, putting my maths in print and suffering a big red cross. I am just relieved that I was somewhere near the mark. Happy Christmas Steve MG |
Steve Gyles |
This thread was discussed between 24/12/2006 and 25/12/2006
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