Moment of Inertia: Sphere转动惯量:球体
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Moment of Inertia: Sphere转动惯量:球体
The expression for the moment of inertia of a sphere can be developed by summing the moments of infintesmally thin disks about the z axis. The moment of inertia of a thin disk is 球体的转动惯量可以通过对关于z轴的无限薄圆盘的转动惯量求和来推导。无限薄圆盘的转动惯量是
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Sphere Details球体细节
Details about the moment of inertia of a sphere. 关于球体的转动惯量详情
![]() Show more detail on integral.积分的更多细节
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Sphere Integral Details球面积分细节
Details about the moment of inertia of a sphere.
![]() The process involves integrating the moments of inertia of infinitesmally thin disks from the top to the bottom of the sphere. This involves polynomial form integrals. 该过程涉及从球体顶部到底部对无限薄圆盘的转动惯量进行积分。这涉及多项式形式的积分。
关于球体的转动惯量详情 |
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