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Study of Deuteron System in a Two-Body Potential Model
Author(s) -
Zahra Ghalenovi,
Asadolah Tavakolinezhad
Publication year - 2018
Publication title -
international journal of modern physics conference series
Language(s) - English
Resource type - Journals
ISSN - 2010-1945
DOI - 10.1142/s201019451860087x
Subject(s) - physics , deuterium , hamiltonian (control theory) , ground state , coulomb , wave function , quantum electrodynamics , boson , goldstone boson , eigenvalues and eigenvectors , few body systems , gluon , nuclear physics , quantum mechanics , nucleon , mathematics , quark , electron , mathematical optimization
In this work, we study the Hamiltonian of Deuteron as a two-body system and solve the equation of the system in the non-relativistic limit. We obtain the ground state wave function as well as the corresponding energy eigenvalue of the deuteron system. The considered potentials are a combination of the confinement, Coulomb-like (as the one arising from one gluon exchange) and Goldstone boson exchange interaction.

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