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Numerical simulation of crack propagation with equivalent cohesive zone method based on virtual internal bond theory

机译:基于虚拟内键理论的等效内聚区法裂纹扩展数值模拟

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The virtual multi-dimensional internal bond (VMIB) model is developed within the framework of the virtual internal bond (VIB) theory. The VIB theory considers a solid as a three-dimensional network consisting of randomized material particles at the microscopic scale, which are bonded with VIBs possessing "normal stiffness". In VMIB, however, the material particles are bonded with virtual normal bonds possessing both normal stiffness and shear stiffness. The macroscopic constitutive relationship is derived in terms of the normal and shear stiffness of the bonds. In this paper, we use the VMIB to simulate propagation of the pre-existing cracks with the equivalent cohesive zone (ECZ) method. To make the cracked body a seamless continuum, an ECZ is embedded into the pre-existing crack. The ECZ has the same microstructure as the surrounding material, but an initial internal deformation is assigned to it to ensure that the interaction between the two crack faces is negligible. Thereafter, the ECZ can behave as a pre-existing crack. For the ECZ possesses the same microstructure with the surrounding material, the 'mended' cracked body can be described with a uniform constitutive relation. The properties of the pre-existing cracks are implicitly incorporated into the constitutive relationship of VMIB. The advantages of this method are that: (i) the meshing process can be carried out regardless of the geometrical integrity of cracked material; (ii) remeshing is not necessary when crack propagates and (iii) the fracture criterion is embedded into the constitutive relationship. The example simulation shows that the method is efficient and feasible.
机译:虚拟多维内部键(VMIB)模型是在虚拟内部键(VIB)理论的框架内开发的。 VIB理论将固体视为三维网络,由微观尺度上的随机材料颗粒组成,这些颗粒与具有“法向刚度”的VIB结合。但是,在VMIB中,材料粒子通过具有法向刚度和剪切刚度的虚拟法向键进行粘结。宏观的本构关系是根据粘结的法向刚度和剪切刚度得出的。在本文中,我们使用VMIB通过等效粘结区(ECZ)方法来模拟先前存在的裂纹的扩展。为了使破裂的物体成为一个无缝的连续体,将ECZ嵌入到预先存在的裂缝中。 ECZ具有与周围材料相同的微观结构,但是为其分配了初始内部变形,以确保两个裂纹面之间的相互作用可忽略不计。此后,ECZ可以表现为预先存在的裂缝。由于ECZ具有与周围材料相同的微观结构,因此可以用统一的本构关系描述“修补”的裂纹体。预先存在的裂纹的属性被隐式地包含在VMIB的本构关系中。这种方法的优点是:(i)可以进行网格化处理而与裂纹材料的几何完整性无关; (ii)当裂纹扩展时不需要重新修补,并且(iii)断裂准则被嵌入到本构关系中。实例仿真表明该方法是有效可行的。

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