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Titlebook: Mechanical Systems, Classical Models; Volume 3: Analytical Petre P. Teodorescu Book 2009 Springer Science+Business Media B.V. 2009 Lagrangi

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Hamiltonian Mechanics,mechanics. In 1834, W. R. Hamilton had the idea to use a representative space with 2. dimensions, the motion of a representative point in this space being specified by a system of 2. linear differential equations (Hamilton’s equations); The new formulation (in the frame of Hamiltonian mechanics) is
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Variational Principles. Canonical Transformations,ce . , as well as in the phase space . . Then, we consider the canonical transformations which let invariant the equations of motion in the space . , as well as the variational principles from which they are deduced (their canonical form). A special attention is given to Noether’s theorem, obtaining
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Dynamics of Non-holonomic Mechanical Systems,nical systems) cannot be applied in case of some very simple problems (e.g., the rolling without sliding of a rigid solid on a fixed plane). After that Lindelöf’s error in this direction has been detected by Chaplygin, one has obtained many formulations and there have been made many studies by Appel
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Dynamical Systems. Catastrophes and Chaos,e system of nature is, obviously, a consequence of that it was at the . and, if we imagine an intelligence, which – at a given moment – knows all the relations between entities of this universe, then it could establish the respective positions and the motions of all these entities, at any moment in
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ses details of its application in the case of user interface.This book focuses on the study of ontology-based models and methods used for the implementation of the evolution of external domain-specific languages (DSL), which are mainly intended for modelling the structure of human-machine interfaces
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