8.4 The moment of Inertia of a composite area is found by Summing the moments of inertia of the components parts as determined by the transfer formula:

International Edition---engineering Mechanics: Statics, 4th Edition
4th Edition
ISBN:9781305501607
Author:Andrew Pytel And Jaan Kiusalaas
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Chapter9: Moments And Products Of Inertia Of Areas
Section: Chapter Questions
Problem 9.87RP
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8.4

The moment of Inertia of a composite area is found by Summing the moments of inertia of the components parts as determined by the transfer formula:

ertia may
ng the formulas in Table 3 (inside the
back cover) or by using integral calculus (see Appendix L).
8.3 The moment of inertia of an area with respect to a non-
centroidal axis that is parallel to a centroidal axis is deter-
mined using the transfer formula
1 = 1₂ + ad²
De
(8.3)
8.4 The moment of inertia of a composite area is found by sum-
ming the moments of inertia of the component parts as deter-
mined by the transfer formula:
I = Σ (1₁ + ad²)
(8.4)
8.5 The radius of gyration (r) of an area is a mathematical quan-
tity expressed as
7
(8.5)
Transcribed Image Text:ertia may ng the formulas in Table 3 (inside the back cover) or by using integral calculus (see Appendix L). 8.3 The moment of inertia of an area with respect to a non- centroidal axis that is parallel to a centroidal axis is deter- mined using the transfer formula 1 = 1₂ + ad² De (8.3) 8.4 The moment of inertia of a composite area is found by sum- ming the moments of inertia of the component parts as deter- mined by the transfer formula: I = Σ (1₁ + ad²) (8.4) 8.5 The radius of gyration (r) of an area is a mathematical quan- tity expressed as 7 (8.5)
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