三元复合材料的渗透:阈值位置和临界行为

C. Vinches, L. Salomé, C. Coulon, F. Carmona
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引用次数: 5

摘要

介绍了三元复合材料(碳纤维、碳球和聚合物)的电导率。在导电粒子的临界体积分数以上观察到从绝缘状态到导电状态的转变。在阈值附近发现电导率的幂律依赖性。在渗流理论的框架下对这两种结果进行了分析。特别讨论了纤维和球的相对数量对渗透阈值和临界指数的影响,并使用简单的几何参数定量解释了复合材料(碳纤维、碳球、聚合物)的导电性。一种过渡金属隔离试验观察了颗粒电导率的au-dessus d'une浓度批判。根据对电导率的判定,对观测结果进行了分析。这两种结果的分析是基于渗流理论的理论基础。具体地说,我们讨论了纤维球对比例的影响,我们讨论了纤维球对渗透的影响,我们讨论了暴露批判对简单几何的影响
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Percolation in ternary composites: threshold position and critical behaviour
The conductivity of ternary composites (carbon fibers, carbon spheres and polymer) is presented. A transition from an insultating to a conducting regime is observed above a critical volume fraction of conducting particles. Near the threshold a power law dependence of the conductivity is found. Both results are analysed in the frame of the percolation theory. In particular the influence of the relative amount of fibers and spheres on the percolation threshold and on the critical exponent is discussed and quantitatively explained using simple geometrical arguments Nous presentons la conductivite de composites ternaires (fibres de carbone, spheres de carbone, polymere). Une transition metal-isolant est observee au-dessus d'une concentration critique en particules conductrices. Pres du seuil nous observons une dependance en loi de puissance de la conductivite. Ces deux resultats sont analyses dans le cadre de la theorie de la percolation. En particulier nous discutons l'influence de la proportion fibres-spheres sur le seuil de percolation et sur l'exposant critique observe a l'aide d'arguments geometriques simples
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