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首页> 外文期刊>Modern Physics Letters, B. Condensed Matter Physics, Statistical Physics, Applied Physics >Physical meaning of the parameters in the two-parameter (κ, ζ) generalized statistics
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Physical meaning of the parameters in the two-parameter (κ, ζ) generalized statistics

机译:二参数(κ,ζ)广义统计中参数的物理含义

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The physical meaning of the parameters (κ, ζ), emerging in the statistical theory [G. Kaniadakis, Eur. Phys. J. B 70 (2009) 3; D. P. Mittal, Metrika 22 (1975) 35; B. D. Sharma and I. J. Taneja, Metrika 22 (1975) 205] considered by Kaniadakis, is explained by considering the (κ, ζ)-kinetics of a particle system, in presence of an external force field F. By using the method [J. L. Du, Phys. Lett. A 329 (2004) 262] developed by Du, we show: First, the external force field necessarily induces in the system a temperature gradient ?T. Second, the parameters (κ, ζ) are univocally related to the magnitude and the angular separation of the vectors F and ?T. The achievements of the present paper have a general validity, holding independently on the particular approximation used to describe the collision term, in the equation governing the system evolution (i.e. Boltzmann or FokkerPlanck kinetics).
机译:统计理论中出现的参数(κ,ζ)的物理含义[G.欧元,卡尼亚达基斯。物理J B 70(2009)3; D.P.Mittal,Metrika 22(1975)35; Kaniadakis考虑的B. D. Sharma和I. J. Taneja,Metrika 22(1975)205]是在外力场F存在的情况下,通过考虑粒子系统的(κ,ζ)动力学来解释的。 L. Du,物理学。来吧由Du开发的329(2004)262]证明:首先,外力场必定会在系统中引起温度梯度ΔT。其次,参数(κ,ζ)与矢量F和ΔT的大小和角度间隔是唯一相关的。本文的研究成果具有普遍的有效性,它独立于用于描述碰撞项的特定近似值,而该近似值用于控制系统演化的方程(即Boltzmann或FokkerPlanck动力学)。

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