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Thermal field around a partially debonded spherical particle

机译:部分脱粘的球形颗粒周围的热场

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摘要

The thermal field around a partially debonded spherical particle, having a spherical-cap crack, embedded in an infinite matrix is presented. Heat flow parallel and perpendicular to the axis of symmetry is considered. When the conductivity of the particle is equal to that of the matrix the results of the present analysis agree with previously published results. An estimate for the effective thermal conductivity of a dispersion of these particles is presented.
机译:呈现了嵌入无穷矩阵中,具有球形帽裂纹的部分脱粘的球形粒子周围的热场。考虑平行和垂直于对称轴的热流。当颗粒的电导率等于基质的电导率时,本分析的结果与先前发表的结果一致。给出了这些颗粒分散体的有效导热率的估计值。

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