Quantum PhysicsSince the publication of the first edition over 35 years ago, Quantum Physics has been one of the standard quantum mechanics texts for undergraduate physics majors. Its hallmarks are clear, concise exposition and a balance of theory and applications. In the 3rd Edition, the author has made numerous changes based on feedback from teachers and students to enhance the book's strengths. One of the author's important goals has been to offer teachers and students a textbook that is manageable in one semester. However, recognizing that some teachers like to go into more depth on certain topics, he has developed a web site where more detailed presentations can be found. |
Contents
The Emergence of Quantum Physics | 1 |
Wave Particle Duality Probability and the Schrödinger Equation | 23 |
Eigenvalues Eigenfunctions and the Expansion Postulate | 44 |
Copyright | |
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angular momentum approximation beam calculate Chapter classical commute complete set Consider corresponding cross section d³r degeneracy density described dipole discussion dx² effect eigenfunctions eigenstates eigenvalue equation electric field electromagnetic electron emitted energy eigenvalues energy shift ergy example excited expectation value factor flux frequency given ground H₁ Hamiltonian harmonic oscillator hermitian operator hydrogen atom identical particles implies integral interaction kinetic energy label laser levels linear combinations magnetic field matrix element measurement molecules neutron normalized nuclear nucleus parity particle perturbation perturbation theory photoelectric effect photon physics potential probability problem quantum mechanics quantum numbers r₁ radiation reduced mass relation result rotational scattering Schrödinger equation sin² singlet slit solution spectrum spin symmetric tion transition triplet vanishes vector wave function wave packet wavelength write www.wiley.com/college/gasiorowicz yields Ze² ΦΩ