Properties of hadrons and nuclei in vacuum and medium based on quarks and gluons
Charmed hadrons at the confinement scale: structure and interactions with matter
Study of meson and nucleon properties in vacuum and in nuclear medium based on the...
Grant number: | 15/16295-5 |
Support Opportunities: | Regular Research Grants |
Start date: | December 01, 2015 |
End date: | November 30, 2017 |
Field of knowledge: | Physical Sciences and Mathematics - Physics - Elementary Particle Physics and Fields |
Principal Investigator: | Joao Pacheco Bicudo Cabral de Mello |
Grantee: | Joao Pacheco Bicudo Cabral de Mello |
Host Institution: | Pró-Reitoria de Pós-Graduação e Pesquisa. Universidade Cruzeiro do Sul (UNICSUL). São Paulo , SP, Brazil |
Associated researchers: | Kazuo Tsushima |
Abstract
In this project, we use the formulation of the Quantum Field Theory on the Light Front (QFTLF); in order to study the structure of mesons, baryons and light nuclei with the constituents,, i.e, in terms of itsdegrees of freedom of quarks and gluons, from the quantum chromodynamics (QCD).The fact of choice in use the Quantum Light-Front Field Theory formulation,it is that with this formulation have certain advantages compared with the usual formulation of the quantum field theory (equal time)which will be discussed in this project.In the light-front the quantization, we have problems related to the loss of some symmetries,among these are a loss of rotational symmetry when the Fock space is truncated. The loss of rotational invariance is treated in description of composite particles spin-0,which are the pseudoscalares mesons, such as the pion and kaon. For spin-1 particles, we have mesons, like rho meson and kaon-sta, also the deuteron.In recent work, we use component, J^+=J^0 +J^3, (plus component of the electromagnetic current) to study scalar mesons, as the pi meson and kaon and vector such asrho meson. We try extend this work to other mesons. In addition, we will studythe properties of mesons and baryons, with quantum light-front field theory in dense media. (AU)
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