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Can I read Quantum Theory and Statistical Thermodynamics: Principles and Worked Examples (Graduate Texts in Physics) on EtoBox?

Quantum Theory and Statistical Thermodynamics: Principles and Worked Examples (Graduate Texts in Physics) by Peter Hertel (auth.) is a nonfiction available to read on EtoBox.

What is Quantum Theory and Statistical Thermodynamics: Principles and Worked Examples (Graduate Texts in Physics) about?

This textbook presents a concise yet detailed introduction to quantum physics. Concise, because it condenses the essentials to a few principles. Detailed, because these few principles – necessarily rather abstract – are illustrated by several telling examples. A fairly complete overview of the conventional quantum mechanics curriculum is the primary focus, but the huge field of statistical thermodynamics is covered as well. The text explains why a few key discoveries shattered the prevailing broadly accepted classical view of physics. First, matter appears to consist of particles which, when propagating, resemble waves. Consequently, some observable properties cannot be measured simultaneously with arbitrary precision. Second, events with single particles are not determined, but are more or less probable. The essence of this is that the observable properties of a physical system are to be represented by non-commuting mathematical objects instead of real numbers. Chapters on exceptionally simple, but highly instructive examples illustrate this abstract formulation of quantum physics. The simplest atoms, ions, and molecules are explained, describing their interaction with electroma

Who reads Quantum Theory and Statistical Thermodynamics: Principles and Worked Examples (Graduate Texts in Physics)?

It is typically read by self-directed learners exploring a subject in depth.

Common subject areas: history, science, philosophy, social sciences.

Author
Peter Hertel (auth.)
Publisher
Hertel, Peter, Springer Verlag
Published
2017
Language
EN
ISBN
9783319864372
Category
nonfiction
Subjects
Science, Physics, Stem

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