Description
Computational Methods for ElectronMolecule Collisions
The Complex Kohn Variational Method. - 1. The Complex Kohn Variational Method. - The Linear Algebraic Method. - 2. The Linear Algebraic Method for Electron-Molecule Collisions. - The Multichannel Quantum Defect Method. - 3. Analysis of Dissociative Recombination of Electrons with ArXe+ using ArXe* Calculations. - Method Based on Single-Center Expansion of the Target. - 4. Electron-Scattering from Polyatomic Molecules Using a Single-Center-Expansion Formulation. - 5. A Study of the Porting on Simd and Mimd Machines of a Single Centre Expansion Code to Treat Electron Scattering from Polyatomic Molecules. - Rotational and Vibrational Close Coupling. - 6. How to Calculate Rotational and Vibrational Cross Sections for Low-Energy Electron Scattering from Diatomic Molecules using Close-Coupling Techniques. - The Partial Differential Equation Method. - 7. The (Non-Iterative) Partial Differential Equation Method: Application to Electron-Molecule Scattering. - The R-Matrix Method. - 8. An R-Matrix Approach to Electron-Molecule Collisions. - 9. Non-Adiabatic Effects in Vibrational Excitation and Dissociative Recombination. - 10. The UK Molecular R-Matrix Scattering Package: a Computational Perspective. - 11. Electron Collisions with the % MathType
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$$He_2^ + $$ Cation. - 12. Rovibrational Excitation by Electron Impact. - 13. Tailoring the R-Matrix Approach for Application to Polyatomic Molecules. - 14. R-Matrix Techniques for Intermediate Energy Scattering and Photoionization. - The Schwinger Variational Method. - 15. The Schwinger Variational Method. Language: English
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Brand:
Unbranded
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Category:
Education
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Artist:
Franco A. Gianturco
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Format:
Paperback
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Language:
English
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Publication Date:
2013/05/17
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Publisher / Label:
Springer
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Fruugo ID:
450895803-950606597
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ISBN:
9781475797992
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