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Re: [Phys-l] real-world problem



Neat thing is - that the CarGuys would be glad to hear about these calculations.
Somebody might even get a mention on air.

(Anybody ever seen a fuel gage with better than 5% accuracy?)

The MythBusters are also tuned into outsider comments.

.
At 2:16 PM -0800 2/1/11, John Mallinckrodt wrote:
As Bob Sciamanda points out, the balance point is not the same as the half (or quarter) mass point. I find that the balance point is at .424413 R and the half mass point is at .403973 R. About 52.37% of the semicircle mass lies closer to the diameter than the balance point.

John Mallinckrodt
Cal Poly Pomona

On Feb 1, 2011, at 12:24 PM, brian whatcott wrote:

The question:
How can I find the quarter full mark using a dipstick in a [horizontal
axis] cylindrical fuel tank as fitted to a truck?

The answer:
Cut a circle from card.
Draw a diameter, and a perpendicular radius.
Cut a semicircle out on the diameter line.
Balance the semicircle on the radius line with a pencil tip for the pivot.
This is the centroid of the shape, and represents the center of mass of
a similar cylinder - this is about 40% of the radial distance from the
center.

A stick marked with three lines scaled to the diameter of the fuel tank
in question
therefore fits the purpose. A mark at 70% of the diametrical length, one at 50% of the diameter, and one at 30% of the diameter.

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