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首页> 外文期刊>JP journal of heat and mass transfer >PACKAGE DEGREE, EFFECTIVE THERMAL CAPACITY AND EFFECTIVE THERMAL CONDUCTIVITY OF MULTI-GENERATION AND FRACTAL PARTICLE BEDS
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PACKAGE DEGREE, EFFECTIVE THERMAL CAPACITY AND EFFECTIVE THERMAL CONDUCTIVITY OF MULTI-GENERATION AND FRACTAL PARTICLE BEDS

机译:多代和分形颗粒床的包装度,有效热容量和有效导热率

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The basic objective, which led to the presented models, was to obtain highest possible package degrees in packed beds with spherical particles. The method is to choose particles with substantially different diameters, e.g., by applying micro or nano fillers at the lower end of the diameter spectrum. The developed models, in the limit of an infinite number of particle generations N, lead to descriptions of fractal geometrical nature. The package degree, the effective specific thermal capacity and the effective thermal conductivity are modeled in detail. The main result of this work is the Fractal Conductivity Model (FCM), which is a self-similar continuation of the Maxwell-Eucken Model (MEM), the Improved Maxwell Model (IMM) and the Gonzo Model (GM). The results illustrate that the FCM for low N, where experimental data exist, agrees well and can be applied to numerically simulate the effective thermal conductivity, K_(eff), for 1 < N < ∞.
机译:导致提出模型的基本目的是在球形颗粒填充床中获得最高的包装度。该方法是例如通过在直径谱的下端施加微米或纳米填料来选择具有基本上不同直径的颗粒。在无限数量的粒子生成数N的限制下,已开发的模型导致了分形几何性质的描述。对包装程度,有效比热容和有效导热率进行了详细建模。这项工作的主要结果是分形电导率模型(FCM),它是Maxwell-Eucken模型(MEM),改进的Maxwell模型(IMM)和Gonzo模型(GM)的自相似延续。结果表明,存在实验数据的低N的FCM很好地吻合,可以用于数值模拟1

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