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Joined: Jan 2003
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Sidelock
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Originally Posted By: Rocketman
Weight reduction for back boring: assume steel has 4.16 oz/cubic inch, ID = 0.655 so circumference (pi X D) = 2.06", for 30" bbls assume you can bore 26" (chamber @ 2 3/4" + cone @ 1 1/4"), bore area = 26" X 2.06" = 53.5 sq inches. Removed volume per thousandth = 53.5 in sq X 0.001" = 0.05 in cubed, removed weight per thousandth per barrel = 0.05 in cubed X 4.16 oz/in cubed = 0.22 oz --- say 1/4 oz per thousandth back bore per barrel. Going from 0.655 to 0.662 = 7 thousandths X 1/4 oz per thousandth X 2 barrels = 3.5 oz.

Questions?



I think there's a math error in there. To enlarge the bore 7 thou, the wall is reduced by 3.5 thou. So the volume of the rectangular sheet in the above example comes from 2.06 x 26 x .0035, cutting the answer in half.

I skin the cat another way...

I figure the volume of a solid cylindrical rod with the larger diameter and subtract the volume of the solid rod with the smaller diameter, giving the volume of the 26" tube with .0035" walls that is the difference.

In any event, I believe the correct answer is 1.6 ounces.

Last edited by mike campbell; 07/05/10 11:04 PM. Reason: correcting my own errors!

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Sidelock
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Mike, I believe you are right. Thar in lies the advantage of "many eyes" review. Thanks. Both methods should yield the same answer - - - assuming you do the math right!!

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Sidelock
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You don't know how many sheets of paper I used before the two agreed. wink


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Sidelock
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Mike;
Thanks so much for your post. I used the same method you did ie subtracting the area of the current bore from the area of the .662" bore & multiplying my the 26" times two bbls & was coming up with your 1.6oz. I had not posted because I had kept going over R'mans figures & they all seemed correct. It had not yet sunk home where the discrepency lay. I soon as I read your post it just smacked me in the face, Why Sure, that's it.


Miller/TN
I Didn't Say Everything I Said, Yogi Berra
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