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高能弹性散射的幺正化方案

Unitarization Schemes for High-Energy Elastic Scattering

E. G. S. Luna

arXiv 2607.11504首次发表:更新:

AI 中文总结

研究弹性散射振幅高能行为,应用程函和U矩阵幺正化方案,考虑仅由坡密子交换驱动的输入振幅,关注坡密子参数与轨迹形式关系,比较线性和非线性轨迹对数据描述及参数稳定性的影响。

AI 中文摘要

我们研究了程函和U矩阵幺正化方案的关键特征,并应用这两个框架来研究弹性散射振幅的高能行为,考虑其渐近行为仅由坡密子交换驱动的输入振幅。特别关注评估提取的坡密子参数如何依赖于假定的轨迹形式。在此背景下,我们比较线性和非线性坡密子轨迹,评估它们对数据现象学描述和拟合参数稳定性的影响。

英文摘要

We examine key features of the eikonal and $U$-matrix unitarization schemes and apply both frameworks to investigate the high-energy behavior of the elastic scattering amplitude, considering input amplitudes whose asymptotic behavior is driven exclusively by Pomeron exchange. Particular attention is devoted to assessing how the extracted Pomeron parameters depend on the assumed trajectory form. In this context, we compare linear and nonlinear Pomeron trajectories, evaluating their impact on the phenomenological description of the data and on the stability of the fitted parameters.

Comments6 pages, 1 figure, 1 table. Presented at "XXXVII International Workshop on High Energy Physics - Diffraction of hadrons: Experiment, Theory, Phenomenology", Protvino, July 22-24, 2025

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