Mechanics of Solid Systems

The main aim of this course is to show how the so-called "analytical" approach, based on an energetic approach, is powerful for solving problems in the mechanics of articulated systems of undeformable solids, bearing in mind applications relating to mechanical construction. It will also be shown that this approach can be applied to continuous deformable media, thus linking up with the corresponding course (MMCD).

Course outline
- Fields of application of classical mechanics - Fundamental concepts and quantities - fundamental statement and general theorems - energy formulation - Generalized description of mechanical systems - Statistics of systems of solids - virtual power method - analytical statistics - Dynamics of systems of solids - virtual power method - Lagrange equations - Prime integrals of motion - Lagrange multipliers

- The fields of application of classical mechanics - Concepts and fundamental quantities
- fundamental statement and general theorems - energy formulation
- Generalized description of mechanical systems
- Statistics of systems of solids - virtual power method - analytic statistics
- Dynamics of systems of solids - virtual power method - Lagrange equations - Prime integrals of motion
- Lagrange multipliers

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