The Quantum Menagerie: A Tutorial Introduction to the Mathematics of Quantum Mechanics

The Quantum Menagerie: A Tutorial Introduction to the Mathematics of Quantum Mechanics

by James V Stone
The Quantum Menagerie: A Tutorial Introduction to the Mathematics of Quantum Mechanics

The Quantum Menagerie: A Tutorial Introduction to the Mathematics of Quantum Mechanics

by James V Stone

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Overview

Understanding quantum mechanics matters because it is the engine that powers the universe. This engine is fuelled by a few simple principles, but the consequences of those principles are both profound and strange. In this richly illustrated book, quantum mechanics is explained using a finely balanced combination of words, diagrams and mathematics. The result is a tour of the most intriguing aspects of quantum mechanics, including Einstein's ‘spooky action at a distance', Bell's inequality, Schroedinger's cat, Heisenberg's uncertainty principle, and de Broglie's matter waves. Supported by a comprehensive Glossary, Further Readings, and tutorial appendices, this is an ideal introduction to the mathematics of quantum mechanics.


Product Details

ISBN-13: 9781916279100
Publisher: Tutorial Introductions
Publication date: 12/02/2020
Pages: 162
Product dimensions: 6.00(w) x 9.00(h) x 0.35(d)

About the Author

James V Stone, Honorary Associate Professor, University of Sheffield, UK.

Table of Contents

Preface

1 What is Quantum Mechanics?

1.1 Introduction

1.2 Spooky Action at a Distance

1.3 The Double Slit Experiment

1.4 Heisenberg's Uncertainty Principle

1.5 Schrödinger's Cat

1.6 Interpreting Quantum Mechanics

1.7 Quantum Horizons

1.8 What Makes Quantum Mechanics Hard?

1.9 Summary

2 Planck's Act of Desperation

2.1 Introduction

2.2 Classical Physics

2.3 Blackbody Radiation

2.4 Planck's Inspired Guesswork

2.5 Counting Standing Waves

2.6 The Ultraviolet Catastrophe

2.7 The Boltzmann Distribution

2.8 An Act of Desperation

2.9 Summary

3 Einstein's Unreasonable Reality

3.1 Introduction

3.2 Quantum Filters

3.3 Single Photons

3.4 The Inverse Quantum Zeno Effect

3.5 The Short Version

3.6 Counting Photon Pairs: Bell's Inequality

3.7 The Hidden Variable Hypothesis

3.8 Summary

4 Waves of Light and Matter

4.1 Introduction

4.2 Matter Waves

4.3 Heisenberg's Uncertainty Principle

4.4 Diffraction

4.5 Diffraction and Uncertainty

4.6 Heisenberg's Microscope

4.7 Atomic Models

4.8 Bohr's Model

4.9 Quantised Matter Waves

4.10 Summary

5 The Double Slit Experiment

5.1 Introduction

5.2 Interference in Light and Water

5.3 Flying Clocks and Oscillators

5.4 The Travelling Wave

5.5 Real Interference

5.6 Complex Interference

5.7 What is Seen in Light and Water

5.8 Which Slit For Which Photon?

5.9 Wheeler's Delayed Choice Experiment

5.10 Summary

6 Schrödinger's Wave Equation

6.1 Introduction

6.2 Quantum Guitar Strings

6.3 The Classical Wave Equation

6.4 Stationary Classical Waves

6.5 Schrödinger's Wave Equation

6.6 Wavefunctions in a Box

6.7 Wavefunctions in a Hydrogen Atom

6.8 Summary

7 Quantum Interpretations

7.1 Introduction

7.2 The Copenhagen Interpretation

7.3 Objective Collapse Theories

7.4 Bohmian Mechanics

7.5 The Many-Worlds Interpretation

7.6 The Von Neumann-Wigner Interpretation

7.7 Summary

8 A History of Quantum Mechanics

Further Reading

Appendices

A Glossary

B Mathematical Symbols

C The Boltzmann Distribution

D Complex Numbers

E Fourier Optics and Heisenberg

F Pioneers of Quantum Mechanics

G Key Equations

References

Index

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