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This document discusses the general form of calculating the moment of inertia for objects, which involves using calculus to account for the continuous distribution of mass at varying distances from the rotation axis. It explains that the moment of inertia of infinitesimal mass elements can be defined and integrated over the entire object. While this presents the general form, calculating moments of inertia about arbitrary non-principal axes is more complicated and requires using tensor quantities.

Author

nm

Language

EN