QUANTUM DYNAMICS: APPLICATIONS IN BIOLOGICAL AND MATERIALS SYSTEMS, 1/e ERIC R. BITTNER-s.chand
₹595.00
₹535.00
- Part-I: Survey of Classical Mechanics
- Newton’s Equations of Motion
- Lagrangian Mechanics
- Conservation Laws
- Hamiltonian Dynamics
- Problems and Exercises, Part-II: Waves and Wave Functions
- Position and Momentum Representation of |Psi
- The Schrödinger Equation
- Particle in a Box, Part-III: Semiclassical Quantum Mechanics
- Bohr-Sommerfield Quantization
- The WKB Approximation
- Connection Formulas
- Scattering, Part-IV: Quantum Dynamics (and Other Un-American Activities)
- Introduction
- The Two-state System
- Perturbative Solutions
- Dyson Expansion of the Schrödinger Equation
- Time-dependent Schrödinger Equation
- Time Evolution of a Two-level System
- Time-dependent Perturbations
- Interaction between Matter and Radiation
- Application of Golden Rule: Photoionization of Hydrogen 1s
- Coupled Electronic/Nuclear Dynamics, Part-V: Representations and Dynamics
- Schrödinger Picture: Evolution of the State Function
- Heisenberg Picture: Evolution of Observables
- Quantum Principle of Stationary Action
- Interaction Picture, Part-VI: Quantum Density Matrix
- Introduction: Mixed vs Pure States
- Time Evolution of the Density Matrix
- Reduced Density Matrix
- The Density Matrix for a Two-state System
- Decoherence, Part-VII: Excitation Energy Transfer
- Dipole-Dipole Interactions
- Förster’s Theory
- Beyond Förster
- Transition Density Cube Approach, Part-VIII: Electronic Structure of Conjugated Systems
- Pi Conjugation in Organic Systems
- Hückel Model
- Electronic Structure Models
- Neglect of Differential Overlap
- An Exact Solution: INDO Treatment of Ethylene
- Ab Initio Treatments
- Creation/Annhiliation Operator Formalism for Fermion Systems, Part-IX: Electron-Phonon Coupling in Conjugated Systems
- Su-Schrieffer-Heeger Model for Polyacetylene
- Exciton Self-trapping
- Davydov’s Soliton
- Vibronic Relaxation in Conjugated Polymers, Part-X: Lattice Models for Transport and Structure
- Representations
- Stationary States on a Lattice
- Kronig-Penney Model
- Quantum Scattering and Transport
- Defects on Lattices
- Multiple Defects
