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Electrical and elastic properties of new monolithic wood-based carbon materials

机译:新型整体式木质碳材料的电和弹性性能

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摘要

Carbonaceous monolithic materials were prepared from especially designed wood-based composites consisting of wood fibres and phenolic resin binder. By compressing more or less the starting materials, the monoliths were obtained with densities ranging from 0.3 to 1.2 g cm(-1). After carbonisation, electrical conductivity and elastic moduli of a number of samples were investigated, and typical percolation behaviours were evidenced for both properties close to their respective critical points. Careful study of the apparent density and pore texture of the uncompacted carbonised fibres allowed the determination of the conductivity threshold Phi(c). The morphologies of both the constitutive carbon particles and the interparticle voids were derived from application of effective-medium theory; the calculated aspect ratio of the fibres was found to be in good agreement with both SEM characterisations and other calculations based on percolation theory. Observation of the universal 3D value of the critical conductivity exponent supported the accuracy of the estimated value of Phi(c). The rigidity threshold Phi(r) was also determined, and the relevance of the Kirkwood-Keating model accounting for the observed relationship between Phi(c) and Phi(r) was established. The value of the elasticity critical exponent suggested central forces between the fibres, further supporting the suitability of the Kirkwood-Keating model. To the knowledge of the authors, such a model was shown to apply to only one other material so far: expanded graphite. Hence, the present work shows the relevance of the classical concepts of disordered matter physics for describing heterogeneous random carbonaceous materials. (C) 2005 Springer Science + Business Media, Inc.
机译:碳质整体材料是由特别设计的木质复合材料制成的,该复合材料由木纤维和酚醛树脂粘合剂组成。通过或多或少地压缩原料,可以得到密度为0.3至1.2 g cm(-1)的整料。碳化后,研究了许多样品的电导率和弹性模量,并证明了这两种性质接近其临界点的典型渗透行为。仔细研究未压实碳化纤维的表观密度和孔纹理可以确定电导率阈值Phi(c)。本构碳颗粒和颗粒间空隙的形貌均源于有效介质理论的应用。发现纤维的长径比与SEM表征以及基于渗流理论的其他计算都非常吻合。观察临界电导率指数的通用3D值可支持Phi(c)估计值的准确性。还确定了刚度阈值Phi(r),并建立了说明观察到的Phi(c)和Phi(r)关系的Kirkwood-Keating模型的相关性。弹性临界指数的值表明了纤维之间的中心力,这进一步支持了柯克伍德—基廷模型的适用性。据作者所知,到目前为止,这种模型仅适用于另一种材料:膨胀石墨。因此,目前的工作表明了无序物理学的经典概念对于描述非均质随机碳质材料的意义。 (C)2005年Springer Science + Business Media,Inc.

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