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Browsing College of Science, Engineering and Technology by Subject "Few-body problem"

Browsing College of Science, Engineering and Technology by Subject "Few-body problem"

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  • Artificial neural network methods in few-body systems 
    Rampho, Gaotsiwe Joel (2009-08)
  • Direct solution to the few-body integrodifferential equation 
    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 ...
  • Electromagnetic processes in few-body systems 
    Rampho, Gaotsiwe Joel (2010-11)
    Electromagnetic processes induced by electron scattering off few-nucleon systems are theoretically investigated in the non-relativistic formalism. Non-relativistic one-body nuclear current operators are used with a ...
  • Ground states of triton and alpha nuclei 
    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 ...
  • The role of three-body forces in few-body systems 
    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 ...
  • Structure of hypernuclei studied with the integrodifferential equations approach 
    Nkuna, John Solly (2012-06)
    A two-dimensional integrodi erential equation resulting from the use of potential harmonics expansion in the many-body Schr odinger equation is used to study ground-state properties of selected few-body nuclear systems. ...

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