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Topics in Atomic Physics
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Автор на обложке
Charles E. Burkhardt; Jacob J. Leventhal
Год выпуска
2026
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Офсетная
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Печатная книга «Topics in Atomic Physics» в мягкой обложке, язык - английский. В книге 304 страниц, она напечатана на белой офсетной бумаге плотностью 80 г/м². Формат издания — 156x234 мм. Все книги а
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Topics in Atomic PhysicsПечатная книга «Topics in Atomic Physics» в мягкой обложке, язык - английский. В книге 304 страниц, она напечатана на белой офсетной бумаге плотностью 80 г/м². Формат издания — 156x234 мм. Все книги аккуратно упаковываем в прочный трёхслойный непрозрачный картонный конверт.
Background: Introduction_- The Bohr model of the atom_- Numerical values and the fine structure constant_- Atomic dimensions - is a reasonable atomic diameter? .- Localizing the electron: Is a point particle reasonable? .- The classical radius of the electron_- Atomic units_- Angular Momentum: Introduction_- Commutators_- Angular momentum raising and lowering operators_- Angular momentum commutation relations with vector operators_- Matrix elements of Vector operators_- Eigenfunctions of orbital angular momentum operators_- Spin_- Angular Momentum - Two Sources: Introduction_- Two sets of quantum numbers - uncoupled and coupled_- Vector model of angular momentum_- Examples of calculation of the Clebsch-Gordan coefficients_- Hyperfine splitting in the hydrogen atom_- The Quantum Mechanical Hydrogen Atom: The radial equation for a central potential_- Solution of the radial equation in spherical coordinates - the energy eigenvalues_- The accidental degeneracy of the hydrogen atom_- Solution of the hydrogen atom radial equation in spherical coordinates - the energy eigenfunctions_- The nature of the spherical eigenfunctions_- Separation of the Schrödinger equation in parabolic coordinates_- Solution of the separated equations in parabolic coordinates - the energy eigenvalues_- Solution of the separated equations in parabolic coordinates - the energy eigenfunctions_- The Classical Hydrogen Atom: Introduction_- The classical degeneracy_- Another constant of the motion - the Lenz vector_- The Lenz Vector and the Accidental Degeneracy: The Lenz vector in quantum mechanics_- Lenz vector ladder operators; conversion of a spherical eigenfunction into another spherical eigenfunction_- Application of the Lenz vector ladder operators to a general spherical eigenfunction_- A new set of angular momentum operators_- Energy eigenvalues_- Relations between the parabolic quantumnumbers_- Relationship between the spherical and parabolic eigenfunctions_- Additional symmetry considerations_- Breaking the Accidental Degeneracy: Introduction_- Relativistic correction for the electronic kinetic energy_- Spin-Orbit Correction_- The Darwin Term_- Evaluation of the terms that contribute to the fine-structure of hydrogen_- The total fine structure correction_- The Lamb shift_- Hyperfine structure_- The solution of the Dirac equation_- The Hydrogen Atom in External Fields: Introduction_- The Zeeman effect - the hydrogen atom in a constant magnetic field_- Weak electric field - the quantum mechanical Stark effect_- Weak electric field - the classical Stark effect_-The Helium Atom: Indistinguishable particles_- The total energy of the helium atom_- Evaluation of the ground state energy of the helium atom using perturbation theory_- The variational method_- Application of the variational principle to the ground state of helium_- Excited states of helium_- Doubly excited states of helium: autoionization_- Multielectron Atoms: Introduction_- Electron Configuration_- The designation of states - LS coupling_- The designation of states - jj coupling_- The Quantum Defect: Introduction_- Evaluation of the quantum defect_- Classical formulation of the quantum defect and the correspondence principle_- The connection between the quantum defect and the radial wave function_- Multielectron Atoms in External Fields: The Stark effect_- The Zeeman effect_- Interaction of Atoms with Radiation: Introduction_- Time dependence of the wave function_- Interaction of an atom with a sinusoidal electromagnetic field_- A two state system - the rotating wave approximation_- Stimulated absorption and stimulated emission_- Spontaneous emission_- Angular momentum selection rules_- Selection rules for hydrogen atoms_- Transitions in multi-electron atoms_-
Background: Introduction_- The Bohr model of the atom_- Numerical values and the fine structure constant_- Atomic dimensions - is a reasonable atomic diameter? .- Localizing the electron: Is a point particle reasonable? .- The classical radius of the electron_- Atomic units_- Angular Momentum: Introduction_- Commutators_- Angular momentum raising and lowering operators_- Angular momentum commutation relations with vector operators_- Matrix elements of Vector operators_- Eigenfunctions of orbital angular momentum operators_- Spin_- Angular Momentum - Two Sources: Introduction_- Two sets of quantum numbers - uncoupled and coupled_- Vector model of angular momentum_- Examples of calculation of the Clebsch-Gordan coefficients_- Hyperfine splitting in the hydrogen atom_- The Quantum Mechanical Hydrogen Atom: The radial equation for a central potential_- Solution of the radial equation in spherical coordinates - the energy eigenvalues_- The accidental degeneracy of the hydrogen atom_- Solution of the hydrogen atom radial equation in spherical coordinates - the energy eigenfunctions_- The nature of the spherical eigenfunctions_- Separation of the Schrödinger equation in parabolic coordinates_- Solution of the separated equations in parabolic coordinates - the energy eigenvalues_- Solution of the separated equations in parabolic coordinates - the energy eigenfunctions_- The Classical Hydrogen Atom: Introduction_- The classical degeneracy_- Another constant of the motion - the Lenz vector_- The Lenz Vector and the Accidental Degeneracy: The Lenz vector in quantum mechanics_- Lenz vector ladder operators; conversion of a spherical eigenfunction into another spherical eigenfunction_- Application of the Lenz vector ladder operators to a general spherical eigenfunction_- A new set of angular momentum operators_- Energy eigenvalues_- Relations between the parabolic quantumnumbers_- Relationship between the spherical and parabolic eigenfunctions_- Additional symmetry considerations_- Breaking the Accidental Degeneracy: Introduction_- Relativistic correction for the electronic kinetic energy_- Spin-Orbit Correction_- The Darwin Term_- Evaluation of the terms that contribute to the fine-structure of hydrogen_- The total fine structure correction_- The Lamb shift_- Hyperfine structure_- The solution of the Dirac equation_- The Hydrogen Atom in External Fields: Introduction_- The Zeeman effect - the hydrogen atom in a constant magnetic field_- Weak electric field - the quantum mechanical Stark effect_- Weak electric field - the classical Stark effect_-The Helium Atom: Indistinguishable particles_- The total energy of the helium atom_- Evaluation of the ground state energy of the helium atom using perturbation theory_- The variational method_- Application of the variational principle to the ground state of helium_- Excited states of helium_- Doubly excited states of helium: autoionization_- Multielectron Atoms: Introduction_- Electron Configuration_- The designation of states - LS coupling_- The designation of states - jj coupling_- The Quantum Defect: Introduction_- Evaluation of the quantum defect_- Classical formulation of the quantum defect and the correspondence principle_- The connection between the quantum defect and the radial wave function_- Multielectron Atoms in External Fields: The Stark effect_- The Zeeman effect_- Interaction of Atoms with Radiation: Introduction_- Time dependence of the wave function_- Interaction of an atom with a sinusoidal electromagnetic field_- A two state system - the rotating wave approximation_- Stimulated absorption and stimulated emission_- Spontaneous emission_- Angular momentum selection rules_- Selection rules for hydrogen atoms_- Transitions in multi-electron atoms_-
- Артикул
- 5196880874
- Автор на обложке
- Charles E. Burkhardt; Jacob J. Leventhal
- Год выпуска
- 2026
- Тип бумаги в книге
- Офсетная
- Тип обложки
- Мягкая обложка
- Тип книги
- Печать по требованию
- Язык издания
- Английский
- Количество страниц
- 304
- Размеры, мм
- 156x234
- Вес товара, г
- 509
- ISBN
- 9781441920683
- Возрастные ограничения
- 12+
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