Spin-lattice Interaction in Ruby Measured by ESR in Uniaxially Stressed Crystals
Spin-lattice Hamiltonian determined for chromium ions in ruby single crystals
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Spin-lattice Hamiltonian determined for chromium ions in ruby single crystals
Upper and lower bounds determined for energy eigenvalues using Hamiltonian operators and projections on manifolds in Hilbert regions
Hamiltonian equations of motion, Cauchy existence theorem, and Sundman lemmas used for solutions to celestial mechanics problems - stability of periodic motions
Perturbation expansions for ground state function of helium atom, using Hartree or Hartree-Fock model Hamiltonian, based on Weiss-Martin variation-perturbation calculation
Spin-free derivation of Pauling rules for evaluating matrix elements for spin-free Hamiltonian over anti-symmetric Slater bond functions
Adiabatic invariants and third integrals of motion in periodic potentials in periodically time- dependent Hamiltonian systems of n degrees of freedom
Perturbation-like theory for case when available starting wave function is not eigenfunction of unperturbed Hamiltonian
Generalization of Sternheimer potential to include wave functions involving spin in nonfactorable way, exhibiting approximate Hamiltonian
First-order density matrix corresponding to nondegenerate eigenstate be N-representable for time-reversal invariant Hamiltonian and quantum- mechanical system of N identical fermions
Effective mass in nuclear deformational Hamiltonian calculated by asymptotic approximation method which is two orders of magnitude better than liquid drop model
Feynman integral for classical waves evaluated, using Hamiltonian approach to summation
Model Hamiltonian for neutron scattering resonance in shell model of molecular oxygen
Stability of periodic and equilibrium solutions of restricted three-body problems - measure preserving mappings, normal form of Hamiltonian, and Poincare recurrence theorem
Zero order Hamiltonian in perturbation theory for eigenvalue problems of atom in magnetic field
Rigorous error bounds on position and velocity of satellite derived from Hamiltonian theory and von Zeipel method
Exchange model of zero bias tunneling anomalies, discussing Hamiltonian, interference magnetic scattering and metal junctions
Rigorous error bounds on position and velocity of satellite derived from Hamiltonian theory and von Zeipel method