Direct Solution of the Hill-Wheeler Equation for Alpha-Alpha Scattering
- 1 June 1972
- journal article
- research article
- Published by American Physical Society (APS) in Physical Review C
- Vol. 5 (6) , 1883-1888
- https://doi.org/10.1103/physrevc.5.1883
Abstract
In the cluster model of Brink, Margenau, and Bloch, the motion of two clusters is described by an integral equation for the generator-coordinate amplitude. It is shown that a direct solution of this Hill-Wheeler equation provides a practical framework for the study of cluster-cluster scattering; however, the Coulomb potential is not yet included in the formalism. The case of scattering (with the Coulomb potential neglected) is studied in some detail and dineutron—dineutron scattering is also mentioned.
Keywords
This publication has 6 references indexed in Scilit:
- Generator-coordinate-pseudo-potentials related to the overlap and the kinetic energy of light colliding nucleiPhysics Letters B, 1971
- Pauli principle for reactions with light nucleiNuclear Physics A, 1971
- Imaginary potential in resonating-group calculations for the α + α systemNuclear Physics A, 1971
- Generator Coordinate Treatment of Composite Particle Reaction and Molecule-like StructuresProgress of Theoretical Physics, 1970
- Effective interactions for Hartree-Fock calculationsNuclear Physics A, 1967
- Cluster Representations of NucleiPublished by Springer Nature ,1966