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New Constitutive Expression of Thermo-Elasto-Plastic Impact Dynamic Problems for Large-Scale Slab

机译:大型板坯热弹塑性冲击动力学问题的新本构表达式

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With regard to three-dimensional special large-scale slab, large-scale slab will be provided with special property. The control equations of stress-strain constitutive relationship are presented, and the evanescence impact transient thermal loading or thermo-elasto-plastic is considered. For the sake of efficacious theoretics, the research outcomes are efficacious. When in specific temperature, it incarnates essentiality for the researching on the thermo- elasto-plastic evanescence impact problems for the three-dimensional large-scale slab. Thermodynamic forces driving field singularities in thermo elasticity (or more complex constitutive descriptions) have been shown to belong to the above-highlighted class of material forces. The singularity sets of interest (and the only ones in three- dimensional space) are points, lines and walls (transition zones of physically non-zero thickness but viewed mathematically as singular surfaces of zero thickness). In the case of brittle fracture (line of singularity viewed as a point, the crack tip, in a planar problem) and the progress of discontinuity fronts (phase-transition fronts and shock waves) which are singular surfaces of the first order in Hadamard’s classical classification) one shows exactly that dissipation is strictly related to the power expanded by such forces in the irreversible progress of the singularity set. In this research, from the concerned mechanics theoretic of large-scale slab, the constitutive relationship for thermo-elasto-plastic evanescence impact problems will be established. Through analyzing the ultimateness, it brings forth that the evanescence impact transient thermal loading has an important effect on the constitutive relationship performance of large-scale slab; it is provided with ardent dynamical characteristic. The several special simulation connection of large-scale slab had been found.
机译:对于三维特殊大型平板,大型平板将具有特殊的性能。给出了应力-应变本构关系的控制方程,并考虑了瞬逝冲击瞬态热载荷或热弹塑性。为了有效的理论,研究成果是有效的。在特定温度下,它对于研究三维大型板的热弹塑性消逝冲击问题具有重要意义。已经显示出驱动热弹性场奇异性的热力学力(或更复杂的本构描述)属于上述突出的物质力类别。感兴趣的奇点集(以及三维空间中唯一的奇点集)是点,线和壁(物理上非零厚度但在数学上被视为零厚度的奇异表面的过渡区域)。在脆性断裂(将奇异线视为一个点,裂纹尖端,在一个平面问题中)和不连续性前沿(相变前沿和冲击波)的进展情况下,这是哈达玛德经典中的一阶奇异表面一类正好表明,在奇异集不可逆过程中,耗散与这些力所扩展的能力严格相关。在这项研究中,从有关大型平板的力学理论出发,将建立热弹塑性消逝冲击问题的本构关系。通过分析其极限性,得出消逝影响瞬态热负荷对大板坯本构关系性能有重要影响。具有强烈的动力特性。找到了几种大型板坯的特殊仿真连接。

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