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Titlebook: Electron-Molecule and Photon-Molecule Collisions; Thomas Rescigno,Vincent McKoy,Barry Schneider Book 1979 Plenum Press, New York 1979 comb

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楼主: DUBIT
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Introduction,d fields, rely on a quantitative understanding of the electron and photon scattering processes for a variety of small molecules. The need for quantitatively accurate electron- and photon-molecule scattering cross sections is putting stringent demands on present theoretical methods. As this need beco
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Application of the Close Coupling Method to Electron-Molecule Scattering,ry well known. The total wave function for an (N+1)-electron system consisting of an N-electron atom, ion, or molecule plus an additional electron is expanded in antisymmetrized products of N-electron target eignefunctions and a set of unknown functions representing the added electron. The unknown f
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Contribution of the Variable Phase Method to the Frame Transformation Theory of Rotational Excitati techniques — a close coupling (CC) type one-center expansion with . of the molecule, and . to describe the motion of the colliding electron in the laboratory frame (LF) anisotropic molecular field- becomes a prohibitive task as soon as one wants to go beyond the rotational excitation of the lighter
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The T-Matrix Method in Electron-Molecule Scattering,ical methods, has lead to renewed interest in discrete-basis-set methods. The application of discrete-basisset methods is further suggested by the success of these methods in molecular bound state calculations. Although the standard albegraic variational methods of Hulthen,. Kohn,. and Rubinow. have
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Polarization Potentials for Electron Scattering,ergy electron scattering (these energy ranges corresponds to roughly E >~ IP and IP >~ E >~ 10 IP, where E is the impact energy and IP is the target ionization potential). There are two approaches to the inclusion of such polarization effects in electron scattering. In the many-body approach, the sc
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Vibrational Excitations of Low Energy e-CO Scattering,gy e-CO scattering. In this theory, the vibrational states of target molecules were coupled dynamically through the close-coupling approximation but with the direction of molecular axes fixed. The simultaneous vibrational and rotational transitions are then obtained from the adiabatic-nuclei approxi
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