THE STRANGE WORLD OF QUANTUM MECHANICS PDF
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This is an exceptionally accessible, accurate, and non-technical introduction to quantum mechanics.After briefly summarizing the differences between classical and quantum behavior, this engaging account considers the Stern-Gerlach experiment and its implications, treats the concepts of probability, and then discusses the Einstein-Podolsky-Rosen Paradox and Bell's theorem. Quantal interference and the concept of amplitudes are introduced and the link revealed between probabilities and the interference of amplitudes. Quantal amplitude is employed to describe interference effects. Final chapters explore exciting new developments in quantum computation and cryptography, discover the unexpected behavior of a quantal bouncing ball, and tackle the challenge of describing a particle with no position. Thought-provoking problems and suggestions for further reading are included.Suitable for use as a course text, The Strange World of Quantum Mechanics enables students to develop a genuine understanding of the domain of the very small. It will also appeal to general readers seeking intellectual adventure.
INFORMATION
| TAILLE DU FICHIER | 3,13 MB |
| AUTEUR | DANIEL-F Styer |
| DATE DE PUBLICATION | 2000-Jan-31 |
The strange world of quantum mechanics • Schrödinger's Clock®
This weird idea is called the "many-world" interpretation of quantum mechanics. It is exciting to think about, but physicists have not found a way to test whether it's true. Tangled up in particles . Quantum theory includes other fantastic ideas. Like that entanglement. Particles may be entangled — or connected — even if they're separated by the width of the universe. Imagine, for ...
The Strange World of Quantum Mechanics
This weird idea is called the "many-world" interpretation of quantum mechanics. It is exciting to think about, but physicists have not found a way to test whether it's true. Tangled up in particles . Quantum theory includes other fantastic ideas. Like that entanglement. Particles may be entangled — or connected — even if they're separated by the width of the universe. Imagine, for ...