Electronic states of molecules. II.
Self consistent field molecular orbital method in LCAO /linear combination of atomic orbitals/ approximation applied to LiH ground state for potential energy curve
Engineering topics
Publications and source records attributed to Sahni, R. C..
Self consistent field molecular orbital method in LCAO /linear combination of atomic orbitals/ approximation applied to LiH ground state for potential energy curve
Quantum mechanical treatment of N and CO molecules, RKR Franck-Condon factors for gamma and beta band systems of NO, and wave functions and energy curves of LiH and BH
Quantum mechanical study of transition probabilities, Einstein A coefficients, and oscillator strengths of band systems of diatomic molecules
Computer methods for calculating eigenvalue and eigenvectors of real symmetric matrices arising in problems of molecular quantum mechanics
Quantum mechanical study of molecules - prediction of ground, ionized, and excited states of unknown nitrogen fluoride molecule
Vibrational-rotational motion effect on electric and magnetic properties of diatomic molecules, calculating magnetic susceptibility and rotational magnetic moment
Vibration-rotation interaction effect on Franck- Condon factors for band system of RbH molecule
Theoretical studies of atomic and molecular gases
Ionization, excitation and total energies of oxygen and nitrogen, using self-consistent field molecular orbital method
Paramagnetic resonance of transition elements and irradiated materials
Calculation of electronic states of molecular oxygen and nitrogen and numerous hydrides - energy values
This paper, following a brief introduction, is divided into five parts. Part I outlines the theory of the molecular orbital method for the ground, ionized and excited states of molecules. Part II gives a brief summary of the interaction integrals and their tabulation. Part III outlines an automatic program designed for the computation of various states of molecules. Part IV gives examples of the study of ground, ionized and excited states of CO, BH and N2 where the program of automatic computation and molecular integrals have been utilized. Part V enlists some special problems of Molecular Quantum Mechanics are being tackled at New York University.