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On the implementation of novel RKARMS(44) algorithm to study the structures of initial extrasolar giant protoplanets

机译:关于新颖的RKARMS(44)算法的实现以研究初始太阳系外大原行星的结构

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摘要

The main motivation and novel notion of this present communication is to implement the recently suggested fourth order with four stages embedded RKARMS(4,4) algorithm to examine its efficiency in reinvesting the structures of extrasolar protoplanets formed via disk instability which being presented in Paul et al. [1] (G.C. Paul, M.M. Rahman, D. Kumar, M.C. Barman, the radius spectrum of solid grains settling in gaseous giant protoplanets, Earth Sci. Inform. 6 (2013) 137–144) for the case of convective heat transfer using classical Runge-Kutta (RK) technique of order four. The results by the RKARMS(4,4) algorithm compared well with those obtained by the classical RK method of order four for any time length and found to be more suitable.
机译:当前通信的主要动机和新颖概念是使用四个阶段的嵌入式RKARMS(4,4)算法实施最近建议的四阶算法,以检验其在重新投资通过磁盘不稳定性形成的太阳系原行星结构方面的效率,Paul等人提出了该算法。等[1](GC Paul,MM Rahman,D. Kumar,MC Barman,在气态巨型原行星中沉降的固体颗粒的半径谱,Earth Sci。Inform。6(2013)137–144),涉及使用对流换热的情况四阶的经典Runge-Kutta(RK)技术。通过RKARMS(4,4)算法获得的结果与通过任意时间长度的四阶经典RK方法获得的结果进行了比较,发现更合适。

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