What people are saying - Write a review
We haven't found any reviews in the usual places.
PART A The classical principles of electron theory
Chapter All The classical model of the atom
Chapter A HI The Hamiltonian form of the equations of motion
13 other sections not shown
Other editions - View all
according amplitude angle angular frequency angular momentum applied approximation assume beam Bohr calculation coefficients commutation relations components conservation theorems constant coordinates correspondence principle corresponding Coulomb determined differential dipole Dirac dispersion distribution eigen eigenfunctions eigenvalues eigenvectors electric field electron emitted energy density energy values equation of motion expectation value experimental expression factor formula given Hamiltonian function Hamiltonian operator Hence Hermitian Hermitian operators Hilbert space hydrogen atom initial integral interaction introduced kinetic energy linear oscillator magnetic field magnitude matrix elements mean value measurement normalized orbital orthogonal particles perturbation polar polarizability position potential energy precession probability quantities quantum mechanics quantum numbers quantum theory radiation relativistic representation represented result rotation scalar product Schrodinger equation solution spectral lines spectrum spherical spin Stark effect symmetric theorem tion transition unitary vanishes vector velocity wave equation wave function wave packet wave theory wavelength z-axis Zeeman effect zero