Abstract In Euler’s case, the principal moment of external forces acting on a rigid body relative to a fixed point is equal to zero . The dynamic Euler’s equations (1.27) assume the form:
Motion of a Rigid Body by Inertia. Euler’s Case
2017-01-01
13 pages
Article/Chapter (Book)
Electronic Resource
English
Solutions of Euler’s Dynamic Equations for the Motion of a Rigid Body
Online Contents | 2017
|Euler’s Theorem on Rigid Body Displacements Generalized to n Dimensions
Online Contents | 2002
|Analytic Solution of Euler's Equations of Motion for an Asymmetric Rigid Body (AAS 93-580)
British Library Conference Proceedings | 1993
|Euler’s Theorem on Rigid Body Displacements Generalized to n Dimensions
Springer Verlag | 2002
|