Abstract
Since this part Field Quantization as Selection Problem attempts to carry over the quantization of point-mechanical systems to that of classical fields, it begins with a chapter about coupled harmonic oscillators being the classical basis of phonons, the quantum particles of sound. After establishing the Newtonian equations of motion, the eigenmodes are calculated as a Toeplitz eigenvalue problem. Finally, the canonical momentum and the Hamiltonian are provided.
Keywords: Canonical momentum, Coupled classical oscillators, Eigenmodes, Hamiltonian, Quantization, Toeplitz eigenvalue problem.
Related Journals
Current Physics
Related Books
Advances in Classical Field Theory
Are We There Yet? The Search for a Theory of Everything
Atmospheric Flow Fields: Theory, Numerical Methods And Software Tools
Atomic Coherence and its Potential Applications
.jpg)
Classical Fluid Mechanics
Density Matrix Theories in Quantum Physics
Digital Signal Processing in Experimental Research Volume Title: Fast Transform Methods in Digital Signal Processing
Dynamical Processes In Atomic And Molecular Physics
Einstein's Revolution: A Study Of Theory Unification
Everything Coming Out of Nothing vs. A Finite, Open and Contingent Universe