Study of Differential Scattering Cross-Section Using Yukawa Term of Medium-Modified Cornell Potential

Solanki, Siddhartha; Lal, Manohar; Agotiya, Vineet Kumar

doi:10.1155/2022/1456538

Cited by 6 publications

(1 citation statement)

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“…From previously published articles, we study about the effect of baryonic chemical potential incorporated by the quasiparticle Debye mass [41] for finding the properties of quarkonium. In this work, we follow the recently published preprint work [42] to investigate quarkonium dissociation using dissociation energy criteria with the effect of magnetic field that has been introduced through quasiparticle Debye mass.…”

Section: Introductionmentioning

confidence: 99%

Dissociation of J/ψ and Y Using Dissociation Energy Criteria in N-Dimensional Space

Solanki,

Lal,

Agotiya

2024

Advances in High Energy Physics

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The analytical exact iteration method (AEIM) has been widely used to calculate N-dimensional radial Schrodinger equation with medium-modified form of Cornell potential and is generalized to the finite value of magnetic field (eB) with quasiparticle approach in hot quantum chromodynamics (QCD) medium. In N-dimensional space, the energy eigenvalues have been calculated for any states (n, l). These results have been used to study the properties of quarkonium states (i.e, the binding energy and mass spectra, dissociation temperature, and thermodynamical properties in the N-dimensional space). We have determined the binding energy of the ground states of quarkonium with magnetic field and dimensionality number. We have also determined the effects of magnetic field and dimensionality number on mass spectra for ground states of quarkonia. But the main result is quite noticeable for the values of dissociation temperature in terms of magnetic field and dimensionality number for ground states of quarkonia after using the criteria of dissociation energy. At last, we have also calculated the thermodynamical properties of QGP (i.e., pressure, energy density, and speed of sound) using the parameter eB with ideal equation of states (EoS). A preprint has previously been published (Solanki et al., 2023).

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Section: Introductionmentioning

confidence: 99%