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Some Simple Problems
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according to Eq amplitude assume calculate Chapter classical mechanics coefficients commute constant coordinate system decay degeneracy degenerate depends derived described diagonal differential equation eigen eigenfunctions eigenvalues eigenvectors electric dipole electron emission emitted energy difference energy eigenvalues equation Eq expectation value experimental expression external magnetic field Figure Fourier frequency Hamiltonian harmonic oscillator Hence hermitian operator hydrogen atom hyperfine structure integral interaction isospin Legendre light linear combinations magnetic field mass mathematical matrix elements measure muon muonium neutron nuclear nucleon nucleus obtain Obviously orbital angular momentum orthogonal orthonormal parity particle Pauli perturbation photon physical positron positronium potential probability density problem quantum mechanics quantum number result scattering Schrodinger equation sin2 singlet solution of Eq solve spherical spin substitute symmetrical theorem theory transition probability triplet uncertainty principle unitary transformation unperturbed vanishes vector velocity wave function wavelength yields z-component zero