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Modelling of rock materials subjected to dynamic loading using a particle-based numerical manifold method (PNMM)

机译:使用基于粒子的数字流形方法(PNMM)对承受动态载荷的岩石材料进行建模

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A particle-based numerical manifold method (PNMM) is proposed and implemented to simulaterndynamic behavior of rock materials. By introducing the concept of particle presentation into the numericalrnmanifold method (NMM), the PNMM inherits the flexibility in fracturing simulation from the NMM andrngains the ability to simultaneously represent the microstructure and macroscopic behavior of rock. The basicrnidea of PNMM is to represent the microstructure of rock materials with a group of particles and simulate thernmacroscopic behavior of rock masses through polygonal elements. This is carried out by a dual-level discretizationrnsystem. The first discretization is in the manner of the FEM, reducing the infinite degrees of freedomrnof a continuum to the finite degrees of freedom of polygonal elements. Then, each finite element is furtherrndiscretized into a group of particles with varying diameters and material properties. The latter discretizationrndoes not further influence the degrees of freedom of the model, and the behavior of internal particles are obtainedrnfrom the mechanical fields of their governing element. Benefiting from this characteristic, the degreesrnof freedom of the model is separated from the simulation of the microstructure of rock materials. Similar tornthe NMM, a dual-layer-cover system, i.e. the mathematical cover and the physical cover, is adopted in thernPNMM. As the result of such a cover system, interpolation fields are free from the shape of modeling domain,rnso that fractures, especially those with complex geometry, can be naturally represented and conducted. InrnPNMM, microcracks can be induced at the micro-level between particles, based on the Mohr-Coulomb with arntensile cut-off criterion. And the coalescence of microcracks is to simulate the initiation and propagation ofrnfractures on macroscopic level. A modified Johnson-Holmquist-Beissel (JHB) material model is incorporatedrninto the PNMM to simulate the behavior of rock materials at high strain rates and pressures. In the originalrnJHB model, a damage model with an analytical failure strain represents the material from an intact state to arnfailed state. The modifications to the JHB model are carried out by associating the damage coefficient withrnthe number of microcracks. Numerical simulations show a good agreement with experimental results concerningrnthe same conditions conducted by a split Hopkinson pressure bar and a plate impact facility.
机译:提出并实现了基于粒子的数值流形方法(PNMM)来模拟岩石材料的动力学行为。通过将颗粒表示的概念引入数值流形方法(NMM)中,PNMM继承了NMM在压裂模拟中的灵活性,并获得了同时表示岩石微观结构和宏观行为的能力。 PNMM的基本思想是用一组颗粒表示岩石材料的微观结构,并通过多边形元素模拟岩体的宏观行为。这是由双层离散化系统执行的。第一个离散化是采用FEM的方式,将连续体的无限自由度减少到多边形元素的有限自由度。然后,将每个有限元进一步离散为一组具有不同直径和材料属性的粒子。后者的离散化不会进一步影响模型的自由度,并且内部粒子的行为是从其控制元素的机械场获得的。得益于此特性,模型的度数自由度与岩石材料微观结构的模拟分离。与NMM相似,PNMM中采用了双层覆盖系统,即数学覆盖和物理覆盖。作为这种覆盖系统的结果,插值场没有建模域的形状,从而可以自然地表现并进行裂缝,特别是那些具有复杂几何形状的裂缝。在InrnPNMM中,基于具有能效截断准则的Mohr-Coulomb,可以在颗粒之间的微观水平上引发微裂纹。微裂纹的合并是在宏观层面上模拟裂缝的萌生和扩展。修改后的Johnson-Holmquist-Beissel(JHB)材料模型被合并到PNMM中,以模拟岩石材料在高应变率和高压力下的行为。在原始的JHB模型中,具有分析失效应变的损伤模型代表了从完整状态到无故障状态的材料。通过将损伤系数与微裂纹的数量相关联,可以对JHB模型进行修改。数值模拟结果表明,与使用霍普金森分体式压力棒和平板冲击装置进行的相同条件下的实验结果吻合良好。

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