Analytical Form of the Deuteron Wave Function Calculated within the Dispersion Approach
arXiv:nucl-th/0612014 · doi:10.1103/PhysRevC.76.017001
Abstract
We present a convenient analytical parametrization of the deuteron wave function calculated within dispersion approach as a discrete superposition of Yukawa-type functions, in both configuration and momentum spaces.
3 pages, 2 figure; several minor corrections added
References in corpus (10)
- An accurate nucleon-nucleon potential with charge-independence breaking
- The high-precision, charge-dependent Bonn nucleon-nucleon potential (CD-Bonn)
- Construction of high-quality Nucleon-Nucleon potential models
- Electromagnetic structure of the deuteron
- The deuteron: structure and form factors
- Relativistic instant-form approach to the structure of two-body composite systems (short version)
- Relativistic instant-form approach to the structure of two-body composite systems
- Deuteron tensor polarization component T_20(Q^2) as a crucial test for deuteron wave functions
- Extraction of the neutron charge form factor from the charge form factor of deuteron
- A Factorization of the S-Matrix into Jost Matrices
Cited by in corpus (7)
- Gamow-Teller Unit Cross Sections for (t,3He) and (3He,t) Reactions
- Centrality dependence of charged hadron production in deuteron+gold and nucleon+gold collisions at sqrt(s_NN)=200 GeV
- Asymptotics of the deuteron form factors in the nucleon model and JLab experiments
- Deuteron wave function for Reid93 potential and polarization observables in elastic lepton-deuteron scattering
- Two-Body Interaction. I. Inverse Scattering Problem, Nonlocal Potentials, and a Conception of Quantum Measurement Theory
- Analytical forms of the deuteron wave function for Nijmegen group potentials and polarization characteristics of A(d,d')X reactions
- Quadrupole moments of spin-1 systems: the rho meson, the S-wave deuteron and some general constraints