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Advances in Imaging and Electron Physics
ID: 170318
Henning Harmuth, Beate Meffert, and Peter Hawkes
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In this volume, the authors extend the calculus of finite differences to Dirac's equation. They obtain solutions for particles with negative mass. In addition, they Obtain solutions for nuclear distances of the order of 10 -13 m and less rather than for the usual atomic distances. They report a number of different variations in the eigenvalues of an electron in a Coulomb field, similar to the Lamb shift. In a section of the area of the dx by delta x .
1. Introduction
2. Modified Dirac Equation
3. Inhomogeneous Dirac Difference Equation
4. Dirac Difference Equation in Spherical Coordinates
5. Inhomogeneous Equations for Coulomb Potential
6. Appendix
References and Bibliography
index
1. Introduction
2. Modified Dirac Equation
3. Inhomogeneous Dirac Difference Equation
4. Dirac Difference Equation in Spherical Coordinates
5. Inhomogeneous Equations for Coulomb Potential
6. Appendix
References and Bibliography
index
170318
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Henning Harmuth, Beate Meffert, and Peter Hawkes