The Non-Linear Derivative (NLD) model for the in-medium hyperons & antihyperons dynamics

Arsenia Chorozidou, T. Gaitanos
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Abstract

The in-medium properties of hyperons and antihyperons are studied with the Non-Linear Derivative (NLD) model and focus is made on the momentum dependence of strangeness optical potentials[1]. The NLD model is based on the Relativistic Mean Field (RMF) approximation to Relativistic Hadrodynamics (RHD) approach of nuclear systems, but it incorporates an explicit momentum dependence of mean-fields. The extension of the NLD model to the baryon and antibaryon octet is based on SU(6) and G-parity arguments. It is demonstrated that with a proper choice of momentum cut-offs, the Λ and Σ optical potentials are consistent with recent studies of the chiral effective field theory and Ξ optical potentials are consistent with Lattice-QCD calculations, over a wide momentum region. We also present NLD predictions for the in-medium momentum dependence of antiΛ, antiΣ and antiΞ hyperons. This work is important for future experimental studies, like CBM, PANDA at FAIR and is relevant to nuclear astrophysics as well.
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介质中超子与反超子动力学的非线性导数模型
利用非线性导数(NLD)模型研究了超子和反超子的介质性质,重点研究了奇异光势的动量依赖性[1]。NLD模型是基于核系统相对论流体动力学(RHD)方法的相对论平均场(RMF)近似,但它包含了平均场的显式动量依赖。基于SU(6)和g宇称论证,将NLD模型扩展到重子和反重子八子子。结果表明,在较宽的动量范围内,通过适当选择动量截止点,Λ和Σ光势与最近的手性有效场理论研究结果一致,Ξ光势与Lattice-QCD计算结果一致。我们还提出了对antiΛ, antiΣ和antiΞ超子的中动量依赖的NLD预测。这项工作对未来的实验研究很重要,比如CBM, FAIR的PANDA,也与核天体物理学有关。
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