Titlebook: Computational Atomic Physics; Electron and Positro Klaus Bartschat Textbook 1996 Springer-Verlag Berlin Heidelberg 1996 Atomic Physics.Atom

keloid

SLAY

Scattering Amplitudes for Electron-Atom Scattering,ate various experimental observables, particularly differential cross sections. A computer program is presented to calculate these amplitudes for individual total spin channels in a non-relativistic angular momentum coupling scheme.

ATRIA

transdermal

Chagrin

Euphonious

Law of Increasing Degree of Su-Field,n in their computational form. A computer code for the ionization of . and . electrons is given. The code uses distorted radial wavefunctions and bound-state input in the form discussed for scattering in Chap. 4. Sample input and output data are given.

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VOK

Plastic Analysis of Beams and Frames,em of electron-hydrogen-like ion scattering. A computer code for the calculation of cross sections for electron—hydrogen-like ion scattering is described together with some sample input and output data.

束缚

Statically Determinate Structures,zero orbital angular momentum, but has played an important role in the development and testing of methods of solution for general electron-atom scattering systems. This chapter describes the features of the model and discusses the application of the CCC approach to its numerical solution. All scatte

FRONT

Stiffness and Flexibility Methods,s. These functions are needed for boundary-condition matching in scattering problems in atomic and nuclear physics. Central to the technique is the evaluation of continued fractions and for this calculation the forward method of Lentz (modified by Thompson) is recommended. The FORTRAN programs SBESJ