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Browsing Department of Physics by Subject "530.14"

Browsing Department of Physics by Subject "530.14"

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  • Rampho, Gaotsiwe Joel (2009-08)
  • Ramantswana, Morris (2019-10)
    In this work, a direct solution to the few-body Integrodi erential equation using the Lagrange-mesh method is presented. With the Lagrange-mesh method, the few-body Integrodi erential equation is converted into a matrix ...
  • Lekala, Mantile Leslie (2009-08-25)
    The three-body bound state problem is considered using configuration-space Faddeev equations within the framework of the total-angular-momentum representation. Different three-body systems are considered, the main concern ...
  • Chinyanga, Kumbirai Theotimus (2022-11)
    The few-body integrodifferential equations are approximations to the few-body Schr¨odinger equation in hyperspherical coordinates. The few-body integrodifferential equations for identical particles reduce to a single ...
  • Masita, Dithlase Frans (2006-11-30)
    Bound state systems consisting of three nonrelativistic particles are numerically studied. Calculations are performed employing two-body and three-body forces as input in the Hamiltonian in order to study the role or ...

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