Structure And Interpretation of Classical Mechanics

Schrodinger equation, Postulates , Particle in 1D box, Rigid rotator,H like atom etc, Variation and Perturbation Methods

Authors: Bettini, Alessandro
Presents classical concepts, taking into account their evolution in modern physics
Places emphasis on the experimental basis of the concepts
Includes references to the historical roots of basic concepts, including works of the original authors
Provides a number of “Questions” to help readers check their level of understanding

This second volume covers the mechanics of fluids, the principles of thermodynamics and their applications (without reference to the microscopic structure of systems), and the microscopic interpretation of thermodynamics.

This second volume covers the mechanics of fluids, the principles of thermodynamics and their applications (without reference to the microscopic structure of systems), and the microscopic interpretation of thermodynamics.

The development of a non-Archimedean (especially, p-adic) mathematical physics, see Chapter 1, induced some new mathematical structures over non- Archimedean fields. In particular, probability theory with p-adic valued probabilities was developed in [99], [101]. This probability theory appeared in connection with a model of quantum mechanics with p-adic valued wave functions [99], [101]. The main task of this probability formalism was to present the probability interpretation for.