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Asymmetric Heat Conduction in One-Dimensional Hard-Point Model with Mass Gradient

Asymmetric Heat Conduction in One-Dimensional Hard-Point Model with Mass Gradient
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摘要 热传导在一一个维(1D ) 有集体坡度的难点的模型被学习。用数字模拟,我们在集体增加的方向与更大的热电流在这个模型发现不对称的热导体。温度坡度,集体坡度和系统尺寸的增加被发现提高不对称的热传导。基于一个难点的粒子动态的碰撞,我们为不对称的效果的内在的机制给质的解释。 The heat conduction in a one-dimensional (1D) hard-point model with mass gradient is studied. Using numerical simulation, we find an asymmetric heat conduction in this model with greater heat current in the direction of mass increase. The increase of temperature gradient, mass gradient and system size axe found to enhance the asymmetric heat conduction. Based on the collision dynamic of a haxd-point particle, we give a qualitative explanation for the underlying mechanism of asymmetric effect.
出处 《Chinese Physics Letters》 SCIE CAS CSCD 2009年第7期192-195,共4页 中国物理快报(英文版)
基金 Supported by the National Natural Science Foundation of China under Grant No 10605020, and the Natural Science Foundation of Zhejiang Province under Grant No Y605376.
关键词 温度梯度 热传导 非对称 点模型 一维 质量 大规模系统 数值模拟 sea surface, nonliear interaction, numerical method
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参考文献12

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