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The intrinsic strength of triangular symmetrical composite eutectic

机译:三角对称复合共晶的固有强度

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摘要

Composite ceramic has the excellent properties at normal and high temperatures, especially when the structure of the composite eutectic is triangular symmetrical. Obviously, mechanical behavior and fracture properties of composite ceramic closely relates to the micro-structure of symmetrical triangular eutectic. In order to reveal the mechanical properties of eutectic composite ceramic, it is necessary to determine the intrinsic strength of triangular composite eutectic. Since the fiber and matrix of triangular symmetrical composite eutectic sharing a same covalent bond, the theoretical cohesion strength of symmetrical triangular eutectic was obtained by the combination-separation displacement of intrinsic bond. Basing on micro-structure plastic deformation before fracture of composite eutectic matrix, the dislocation pile-up model of eutectic composite ceramics was established. And then intrinsic bond fracture shear stress of triangular symmetrical composite eutectic was given by using the theory of dislocation pile-up. According to the macroscopic structure properties of triangular symmetrical composite eutectic and the distribution of stress field of composite eutectic, intrinsic strength of eutectic was obtained. The results shows that intrinsic strength of triangular symmetrical composite eutectic possessed clear size-dependence and the stress decreases with the increases of the diameter of fiber inclusions.
机译:复合陶瓷在常温和高温下具有优异的性能,特别是当复合低共熔物的结构为三角形对称时。显然,复合陶瓷的力学性能和断裂性能与对称三角共晶的微观结构密切相关。为了揭示共晶复合陶瓷的机械性能,有必要确定三角形复合共晶的固有强度。由于三角形对称复合共晶的纤维和基体共享相同的共价键,因此通过本征键的组合-分离位移获得了对称三角形共晶的理论内聚强度。基于复合共晶基体断裂前的微结构塑性变形,建立了共晶复合陶瓷的位错堆积模型。然后利用位错堆积理论给出了三角形对称复合共晶的本征键断裂剪切应力。根据三角形对称复合共晶的宏观结构性质和复合共晶应力场的分布,获得了共晶的固有强度。结果表明,三角形对称复合共晶内在强度具有明显的尺寸依赖性,应力随纤维包裹体直径的增加而减小。

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