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          Institute: MPI für Kernphysik     Collection: Theoretical Quantum Dynamics     Display Documents



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ID: 549045.0, MPI für Kernphysik / Theoretical Quantum Dynamics
Stability analysis of a real space split operator method for the Klein-Gordon equation
Authors:Blumenthal, Frederick
Language:English
Date of Approval (YYYY-MM-DD):2011
Type of Thesis (e.g.Diploma):bachelor
Name of University:Ruprecht-Karls-Universität
Place of University:Heidelberg
Physical Description 
(e.g. Total Number of Pages):
51 S. : Ill., graph. Darst.
Audience:Experts Only
Abstract / Description:The Klein-Gordon equation is the relativistic, quantum mechanical equation of motion for spinless particles. Ruf et al. [1] introduced a real space split operator method for the Klein-Gordon equation and they presented a computer implementation of the method. In this thesis, a stability analysis of this method is performed in the Euclidean norm for one-dimensional problems with constant electromagnetic potentials. Results of the stability analysis are compared with the stability of the computer implementation.
Document Type:Thesis
Communicated by:C.H. Keitel
Affiliations:MPI für Kernphysik/ Group of C.H. Keitel
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