General mechanical engineering - General dynamics. Vector form : Mass geometry

Mass geometry
General mechanical engineering - General dynamics. Vector form

Author : Jean-Pierre BROSSARD

Publication date: May 10, 1995 | Lire en français

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6. Mass geometry

This paragraph is designed to characterize matter from a mechanical point of view. We'll see that, to do this, we need to introduce 3 tensor quantities to which 10 scalars correspond.

6.1 Specific mass field of a material system

To any point P such as $\vec{OP} = (x_{1}, x_{2}, x_{3}, t)$ , we associate the scalar fieldρ =...

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Mass geometry

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Kinetics

References

(1) - DESTOUCHES (J.L.) - Principes de la mécanique classique. - CNRS Paris, 137 p. (1948).
(2) - BROSSARD (J. P.) - Mécanique générale. Cinématique générale. - A 1 661, traité Sciences fondamentales, Techniques de l'Ingénieur, fév. 1995.

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Mass geometry General mechanical engineering - General dynamics. Vector form

6. Mass geometry

6.1 Specific mass field of a material system

References

Mass geometry
General mechanical engineering - General dynamics. Vector form