This book takes a novel approach to introductory quantum mechanics by utilising concept maps to address non-linear structures in key mathematical relationships. Perfect as a supporting tool for undergraduates, this book is designed to aid in the understanding and memorisation of key derivations and mathematical concepts.
This book takes a novel approach to introductory quantum mechanics by utilising concept maps to address non-linear structures in key mathematical relationships. Perfect as a supporting tool for undergraduates, this book is designed to aid in the understanding and memorisation of key derivations and mathematical concepts.
Michael Wick is Professor of Physics at Coburg University, where he teaches quantum mechanics, atomic physics and mathematical methods for undergraduates, and previously worked as Senior Scientist at Carl Zeiss AG. He has successfully applied the concept maps technique in his courses at Coburg and in two German-language textbooks on quantum mechanics (2019) and classical mechanics (2021).
Inhaltsangabe
Preface Instructions Notation 1. Fundamentals 2. Solutions of the Schrödinger equation in one dimension 3. Bra-ket notation 4. Solutions of the Schrödinger equation in three dimensions 5. Approximation methods 6. Mathematical background Glossary Index.
Preface Instructions Notation 1. Fundamentals 2. Solutions of the Schrödinger equation in one dimension 3. Bra-ket notation 4. Solutions of the Schrödinger equation in three dimensions 5. Approximation methods 6. Mathematical background Glossary Index.
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