Introduction to Quantum Mechanics: With Applications to ChemistryMcGraw-Hill book Company, 1935 - 468 pàgines This text applies quantum mechanics to a broad range of chemical and physical problems, covering such subjects as wave functions for the hydrogen atom, perturbation theory, the Pauli exclusion principle, and the structure of simple and complex molecules. Numerous tables and figures. --From publisher's description. |
Continguts
SURVEY OF CLASSICAL MECHANICS | 1 |
The Equations of Motion in the Hamiltonian Form | 7 |
The Emission and Absorption of Radiation | 21 |
Copyright | |
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Altres edicions - Mostra-ho tot
Introduction to Quantum Mechanics: With Applications to Chemistry Linus Pauling,Edgar Bright Wilson Previsualització limitada - 1985 |
Introduction to Quantum Mechanics with Applications to Chemistry Linus Pauling,E. Bright Wilson Previsualització limitada - 2012 |
Introduction to Quantum Mechanics: With Applications to Chemistry Linus Pauling,Edgar Bright Wilson Visualització de fragments - 1935 |
Frases i termes més freqüents
amplitude angular momentum antisymmetric application approximate axis azimuthal quantum calculated Cartesian coordinates chapter classical mechanics coefficients configuration space constant corresponding differential equation dipole discussion electron emission energy levels energy values equal equations of motion expression factor first-order perturbation frequency given in Equation harmonic oscillator helium helium atom hydrogen atom hydrogen molecule hydrogenlike inasmuch integral interaction introduced Legendre functions linear m₁ molecule-ion normal hydrogen nuclear nucleus obtain old quantum theory orthogonal functions parameter particle perturbation theory Phys polar coordinates polynomials potential energy potential function probability distribution function Problem quantized quantum mechanics quantum number radiation relation represented resonance rotational Section secular equation shown sin² solution spin stationary symbol symmetric tion total energy treatment unperturbed variables variation function variation method vibrational W₁ wave equation wave functions wave mechanics zero