Conditions for Maximum Discrepancies of Axes in Elliptic Flow

Event shape engineering is a critical technique in studying quark-gluon plasma, probing the initial state of collision and understanding anisotropic flow, which can be advanced by studying the elliptic flow. Parameters like ellipticity (2), triangularity (3), event plane angle for elliptic Flow (2), event Plane Angle for triangular Flow (3), and impact parameter (b) can influence the pattern of elliptic flow. This study aims to find how these parameters influence the difference between the major and minor axes of elliptic flows and the range of initial conditions that can give the largest 5% difference. A specific condition that can produce the maximum discrepancy is analyzed individually. Whats more, the relationship between the major and minor axes lengths and the number of participants, and their internal relationship are analyzed. These goals were achieved by analyzing the data of real75000 Pb Pb collision events under various conditions.

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Publication Details

Journal
Theoretical and Natural Science
Published
2025-05-30
DOI
https://doi.org/10.54254/2753-8818/2025.23341
Primary Topic
Mathematical Approximation and Integration
Type
article
Field-Weighted Citation Impact
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article

Conditions for Maximum Discrepancies of Axes in Elliptic Flow

Junhyup Song, Zekai Li, Han Zhou, Jimin Xu et al.
Theoretical and Natural Science
Mathematical Approximation and Integration
article

Conditions for Maximum Discrepancies of Axes in Elliptic Flow

Junhyup Song, Zekai Li, Han Zhou, Jimin Xu, T.C. Wang
article en

Abstract

Event shape engineering is a critical technique in studying quark-gluon plasma, probing the initial state of collision and understanding anisotropic flow, which can be advanced by studying the elliptic flow. Parameters like ellipticity (2), triangularity (3), event plane angle for elliptic Flow (2), event Plane Angle for triangular Flow (3), and impact parameter (b) can influence the pattern of elliptic flow. This study aims to find how these parameters influence the difference between the major and minor axes of elliptic flows and the range of initial conditions that can give the largest 5% difference. A specific condition that can produce the maximum discrepancy is analyzed individually. Whats more, the relationship between the major and minor axes lengths and the number of participants, and their internal relationship are analyzed. These goals were achieved by analyzing the data of real75000 Pb Pb collision events under various conditions.

Theoretical and Natural ScienceVol. 108(1)
Tongji University (CN)
Openalex Percentile: Top 82%
Mathematical Approximation and Integration
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