Moment of interia is the ablility of a structure to resist tipping in a plane. For example the ablility to resist a moment force in the x axis is know as a a moment of interia in the x axis.
Product of inertia is the ablitliy of a structure to resist a tipping moment from one plane into another plane. Think of a 'whobly" fan, rotating in both the x and z axis. If your axis is oriented properly, it is possible to have zero product of inertia. At this point the moment of interias are at a maxium, but it will probally be better explained in your course.
2007-06-13 08:57:38
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answer #1
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answered by Anonymous
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Products Of Inertia
2016-11-09 20:21:59
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answer #2
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answered by whary 4
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This Site Might Help You.
RE:
What is the difference between moments of inertia and products of?
2015-08-19 12:19:55
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answer #3
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answered by Jarrod 1
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The Moment of Inertia of a section about any one axis is the sum of all the component areas times the square of the areas' distances from the axis, where I = SUM (A*x^2).
The Product of Inertia of a section with respect to two rectangular coordinate axis is the sum of the areas of the component times the product of the distances from the two axis, where P = SUM (A*xy).
If either axis is an axis of symmetry, or a major axis, then the product of inertia is = 0
2007-06-13 09:16:47
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answer #4
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answered by gatorbait 7
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• Momentum is the product of mass and the velocity of a body. Moment is a concept that gives a measure of the effect of a physical property around an axis. It also gives a measure of the distribution.
2016-03-13 05:15:44
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answer #5
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answered by Madeleine 4
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