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Ion-Scale Excitations in a Strongly Coupled Astrophysical Plasma with Nuclei of Heavy Elements

机译:具有重量元素的核的强耦合天体物理血浆中的离子尺度激发

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摘要

The linear and nonlinear propagation of ultrarelativistic and nonrelativistic analysis on modified ion-acoustic (MIA) waves in a strongly coupled unmagnetized collisionless relativistic space plasma system is carried out. Plasma system is assumed to contain strongly coupled nonrelativistic ion fluids, both nonrelativistic and ultrarelativistic degenerate electron and positron fluids, and positively charged static heavy elements. The restoring force is provided by the degenerate pressure of the electron and positron fluids, whereas the inertia is provided by the mass of ions. The positively charged static heavy elements participate only in maintaining the quasineutrality condition at equilibrium. The well-known reductive perturbation method is used to derive the Burgers and Korteweg-de Vries equations. Their shock and solitary wave solutions are numerically analyzed to understand the localized electrostatic disturbances. The basic characteristics of MIA shock and solitary waves are found to be significantly modified by the effects of degenerate pressures of electron, positron, and ion fluids, their number densities, and various charge state of heavy elements. The implications of our results to dense plasmas in compact astrophysical objects (e.g., nonrotating white dwarfs, neutron stars, etc.) are briefly discussed.
机译:进行了超级耦合的离子声学(MIA)波在强耦合的未达到碰撞相对论等离子体系统中的微蚀刻和非椭圆分析的线性和非线性传播。假设等离子体系统含有强耦合的非椭圆形离子流体,非椭圆体和超胶质性退化电子和正电子液,以及带正电的静态重元件。通过电子和正电子液的退化压力提供恢复力,而惯性由离子的质量提供。带正电荷的静态重点仅参与在平衡时保持Quasineutrality病症。众所周知的还原性扰动方法用于导出汉堡和kortew-de Vries方程。它们的震动和孤立波解决方案在数值上分析以了解局部静电干扰。发现MIA休克和孤立波的基本特征通过电子,正电子和离子流体的简并压力,它们的数量密度和各种电荷状态的重度压力的影响而显着修改。简要讨论了我们的结果在紧凑的天体物理物体中致密的等离子体的影响(例如,非调节白矮星,中子恒星等)。

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