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2013•Unpublished venueRequires access

Chaos in Strong Nuclear Interactions

Akhilesh Ranjan, Hemwati Nandan

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Abstract

Since last few decades, the issue of quark confinement is a challenging task which is yet to be solved completely. Many models of the field theory of quarks and gluons are proposed to understand the confinement problem and other closely related aspets [1–3]. Quantum chromodynamics (QCD) is quite successful theory to explain the features of the strong nuclear interactions in high energy regime. However, in low energy regime, it becomes very complicated. The chaotic field analysis of QCD has shown some interesting results to address the problems associated with confinement mechanism [4, 5]. In this work, we have tried to further explore the chaotic field dynamics of QCD in view of running nature of strong coupling constant (αs).

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What this paper is about

Since last few decades, the issue of quark confinement is a challenging task which is yet to be solved completely. Many models of the field theory of quarks and gluons are proposed to understand the confinement problem and other closely related aspets [1–3]. Quantum chromodynamics (QCD) is quite successful theory to explain the features of the strong nuclear interactions in high energy regime. However, in low energy regime, it becomes very complicated. The chaotic field analysis of QCD has shown some interesting results to address the problems associated with confinement mechanism [4, 5]. In this work, we have tried to further explore the chaotic field dynamics of QCD in view of running nature of strong coupling constant (αs).

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Available abstract

Since last few decades, the issue of quark confinement is a challenging task which is yet to be solved completely. Many models of the field theory of quarks and gluons are proposed to understand the confinement problem and other closely related aspets [1–3]. Quantum chromodynamics (QCD) is quite successful theory to explain the features of the strong nuclear interactions in high energy regime. However, in low energy regime, it becomes very complicated. The chaotic field analysis of QCD has shown some interesting results to address the problems associated with confinement mechanism [4, 5]. In this work, we have tried to further explore the chaotic field dynamics of QCD in view of running nature of strong coupling constant (αs).

Key concepts: Quantum chromodynamics, Physics, Quark, Color confinement, Quark–gluon plasma, Field (mathematics), Chaotic, Particle physics

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