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[en] The phenomenon of scattering is an important tool to understand the structure of particles and forces between them. Essentially, the scattering theory in non-relativistic quantum mechanics is concerned with the solution of Schrödinger wave equation for variety of potentials with appropriate boundary conditions. Two common approaches to scattering problems in quantum mechanics are the method of partial waves and Born approximation methods. In this paper we extend the formalism of the method of partial waves for relativistic case and apply the method to study scattering by few well known potentials. (author)
Source
Chandrashekara, M.S. (ed.) (Department of Studies in Physics, University of Mysore, Mysore (India)); Department of Studies in Physics, University of Mysore, Mysore (India); Indian Society for Radiation Physics, Indira Gandhi Centre for Atomic Research, Kalpakkam (India); 820 p; ISBN 978-81-952150-1-0; 
; 2023; p. 57-60; NSRP-23 : 23. national symposium on radiation physics - innovations in radiation physics; Mysore (India); 19-21 Jan 2023
; 2023; p. 57-60; NSRP-23 : 23. national symposium on radiation physics - innovations in radiation physics; Mysore (India); 19-21 Jan 2023