Quantum Mechanics: For Engineering, Materials Science, and Applied Physics Book

1	Wave-Particle Duality and Schroedinger Equation	1
2	Introduction to Bound States	49
3	Rotationally in Variant Potentials: Hydrogen Atom and Beyond	94
4	Wave Packets and Uncertainty Relations	118
5	Scattering by Simple Barriers	137
6	WKB Approximation	165
7	Expectation Values and Operators	182
8	Electrons in a Magnetic Field	220
9	Beyond Hermitian Operators	241
10	Harmonic Oscillator: Full Operator Treatment	253
11	Composite Systems	271
12	Variational Principle	287
13	Expansion Principle and Matrix Formulation	300
14	Perturbation Theory, I: "Degenerate" Perturbation Theory	323
15	Perturbation Theory, II: "Non-Degenerate" Perturbation Theory	350
16	Symmetry and Degeneracy	371
17	Electrons in Periodic Crystal Potentials	419
18	Angular Momentum	449
19	Time Evolution and Transition Probabilities	467
20	Elements of Field Quantization	504
21	Electron Spin	530
22	Indistinguishable Particles: Fermions and Bosons	564
	App. A Dirac [delta]-Function	607
	App. B Poisson-Distributed Events	609
	App. C Spherical Harmonics	612
	App. D Hydrogen Radial Eigenfunctions	614
	App. E Fourier Integral	616
	App. F Construction of Two Group Character Tables	620
	App. G Selected General References	623
	App. H Fundamental Constants	626
	Index	627