Quantum Mechanics
portes grátis
Quantum Mechanics
Non-Relativistic and Relativistic Theory
Fai, Lukong Cornelius
Taylor & Francis Ltd
06/2022
16
Dura
Inglês
9781032221465
15 a 20 dias
1179
Descrição não disponível.
Chapter 1. Quantum Mechanics Basic Concepts.
Chapter 2. Schroedinger Equation.
Chapter 3. Momentum Operator. Chapter 4. Total Angular Momentum.
Chapter 5. One-Dimensional Motion General Principles.
Chapter 6. Schroedinger Equation.
Chapter 7. Representation Theory.
Chapter 8. Quantum Mechanics Approximate Methods.
Chapter 9. Many-Particle System.
Chapter 10. Approximate Method for the Helium Atom.
Chapter 11. Approximate Method for the Hydrogen Molecule.
Chapter 12. Scattering Theory.
Chapter 13. Polaron Theory.
Chapter 14. Case of an Electron.
Chapter 15. Klein-Gordon Equation.
Chapter 16. Dirac Equation.
Chapter 17. Probability and Current Densities.
Chapter 18. Electron Spin in the Dirac Theory.
Chapter 19. Free Electron State with Defined Momentum-Positronium Motion.
Chapter 20. Dirac Equation.
Chapter 21. Motion in a Magnetic Field.
Chapter 22. Gamma Functions.
Chapter 23. Confluent Hypergeometric Functions.
Chapter 24. Cylindrical Functions.
Chapter 25. Orthogonal Polynomials
Chapter 2. Schroedinger Equation.
Chapter 3. Momentum Operator. Chapter 4. Total Angular Momentum.
Chapter 5. One-Dimensional Motion General Principles.
Chapter 6. Schroedinger Equation.
Chapter 7. Representation Theory.
Chapter 8. Quantum Mechanics Approximate Methods.
Chapter 9. Many-Particle System.
Chapter 10. Approximate Method for the Helium Atom.
Chapter 11. Approximate Method for the Hydrogen Molecule.
Chapter 12. Scattering Theory.
Chapter 13. Polaron Theory.
Chapter 14. Case of an Electron.
Chapter 15. Klein-Gordon Equation.
Chapter 16. Dirac Equation.
Chapter 17. Probability and Current Densities.
Chapter 18. Electron Spin in the Dirac Theory.
Chapter 19. Free Electron State with Defined Momentum-Positronium Motion.
Chapter 20. Dirac Equation.
Chapter 21. Motion in a Magnetic Field.
Chapter 22. Gamma Functions.
Chapter 23. Confluent Hypergeometric Functions.
Chapter 24. Cylindrical Functions.
Chapter 25. Orthogonal Polynomials
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
matrices;quantum chemistry;condesnsed matter;spin-orbit coupling;angular momentum;Wave Function;Dirac Equation;Orbital Angular Momenta;Lorentz Transformation;Confluent Hypergeometric Functions;Magnetic Quantum Number;Sturm Liouville Equation;Pauli Matrices;Spin Orbit Coupling;Spin;Spin Angular Momentum;Spin Orbit Interaction;Single Particle State;Negative Energy Solutions;Real Axis;Probability Current Density;Intrinsic Magnetic Moment;Exchange Integrals;Singlet State;Counterclockwise;Klein Gordon Equation;Magnetic Dipole Moment;Quantum Numbers;Hermitian Operator
Chapter 1. Quantum Mechanics Basic Concepts.
Chapter 2. Schroedinger Equation.
Chapter 3. Momentum Operator. Chapter 4. Total Angular Momentum.
Chapter 5. One-Dimensional Motion General Principles.
Chapter 6. Schroedinger Equation.
Chapter 7. Representation Theory.
Chapter 8. Quantum Mechanics Approximate Methods.
Chapter 9. Many-Particle System.
Chapter 10. Approximate Method for the Helium Atom.
Chapter 11. Approximate Method for the Hydrogen Molecule.
Chapter 12. Scattering Theory.
Chapter 13. Polaron Theory.
Chapter 14. Case of an Electron.
Chapter 15. Klein-Gordon Equation.
Chapter 16. Dirac Equation.
Chapter 17. Probability and Current Densities.
Chapter 18. Electron Spin in the Dirac Theory.
Chapter 19. Free Electron State with Defined Momentum-Positronium Motion.
Chapter 20. Dirac Equation.
Chapter 21. Motion in a Magnetic Field.
Chapter 22. Gamma Functions.
Chapter 23. Confluent Hypergeometric Functions.
Chapter 24. Cylindrical Functions.
Chapter 25. Orthogonal Polynomials
Chapter 2. Schroedinger Equation.
Chapter 3. Momentum Operator. Chapter 4. Total Angular Momentum.
Chapter 5. One-Dimensional Motion General Principles.
Chapter 6. Schroedinger Equation.
Chapter 7. Representation Theory.
Chapter 8. Quantum Mechanics Approximate Methods.
Chapter 9. Many-Particle System.
Chapter 10. Approximate Method for the Helium Atom.
Chapter 11. Approximate Method for the Hydrogen Molecule.
Chapter 12. Scattering Theory.
Chapter 13. Polaron Theory.
Chapter 14. Case of an Electron.
Chapter 15. Klein-Gordon Equation.
Chapter 16. Dirac Equation.
Chapter 17. Probability and Current Densities.
Chapter 18. Electron Spin in the Dirac Theory.
Chapter 19. Free Electron State with Defined Momentum-Positronium Motion.
Chapter 20. Dirac Equation.
Chapter 21. Motion in a Magnetic Field.
Chapter 22. Gamma Functions.
Chapter 23. Confluent Hypergeometric Functions.
Chapter 24. Cylindrical Functions.
Chapter 25. Orthogonal Polynomials
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
matrices;quantum chemistry;condesnsed matter;spin-orbit coupling;angular momentum;Wave Function;Dirac Equation;Orbital Angular Momenta;Lorentz Transformation;Confluent Hypergeometric Functions;Magnetic Quantum Number;Sturm Liouville Equation;Pauli Matrices;Spin Orbit Coupling;Spin;Spin Angular Momentum;Spin Orbit Interaction;Single Particle State;Negative Energy Solutions;Real Axis;Probability Current Density;Intrinsic Magnetic Moment;Exchange Integrals;Singlet State;Counterclockwise;Klein Gordon Equation;Magnetic Dipole Moment;Quantum Numbers;Hermitian Operator
