LINEAR AND/OR QUADRATIC CONFINEMENT PLUS SHORT-RANGE COULOMB-TYPE ATTRACTION - A 2ND-ORDER ANALYSIS
| Author(s) : | HA MAVROMATIS, |
| Publisher : | EDITRICE COMPOSITORI BOLOGNA |
| Publication Date : | 1995 |
| ISSN : | N/A |
| Abstract : | In this paper the Schroedinger equation, involving a confirming linear and/or quadratic, plus a short-range Coulomb-type attractive potential, is solved to second order. This simulates, for example, the two-quark system. A special case is also discussed where, to second order, the exact, analytical result can be obtained for a particular confining linear plus attractive Coulomb-type potential., |