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From transient to steady state deformation and grain size: A thermodynamic approach using elasto-visco-plastic numerical modeling

机译:从瞬态到稳态变形和晶粒尺寸:使用弹-粘塑性数值模拟的热力学方法

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Numerical simulation experiments give insight into the evolving energy partitioning during high-strain torsion experiments of calcite. Our numerical experiments are designed to derive a generic macroscopic grain size sensitive flow law capable of describing the full evolution from the transient regime to steady state. The transient regime is crucial for understanding the importance of microstructural processes that may lead to strain localization phenomena in deforming materials. This is particularly important in geological and geodynamic applications where the phenomenon of strain localization happens outside the time frame that can be observed under controlled laboratory conditions. Ourmethod is based on an extension of the paleowattmeter approach to the transient regime. We add an empirical hardening law using the Ramberg-Osgood approximation and assess the experiments by an evolution test function of stored over dissipated energy (lambda factor). Parameter studies of, strain hardening, dislocation creep parameter, strain rates, temperature, and lambda factor as well asmesh sensitivity are presented to explore the sensitivity of the newly derived transient/steady state flow law. Our analysis can be seen as one of the first steps in a hybrid computational-laboratory-field modeling workflow. The analysis could be improved through independent verifications by thermographic analysis in physical laboratory experiments to independently assess lambda factor evolution under laboratory conditions.
机译:数值模拟实验深入了解了方解石高应变扭转实验中不断发展的能量分配。我们的数值实验旨在推导通用的宏观晶粒尺寸敏感流定律,该定律能够描述从瞬态到稳态的完整演化。瞬态状态对于理解可能导致变形材料中的应变局部化现象的微结构过程的重要性至关重要。这在地质和地球动力学应用中尤其重要,在这种应用中,应变局部化现象发生在可控实验室条件下可以观察到的时间范围之外。我们的方法基于将古功率计方法扩展到瞬态状态。我们使用Ramberg-Osgood逼近法添加经验硬化法则,并通过存储在耗散能量(λ因子)上的演化测试函数来评估实验。进行了参数研究,包括应变硬化,位错蠕变参数,应变速率,温度和λ因子以及网格敏感性,以探索新推导的瞬态/稳态流定律的敏感性。我们的分析可以被视为混合计算实验室场建模工作流程中的第一步。通过在物理实验室实验中通过热成像分析进行独立验证,以独立评估实验室条件下的λ因子演变,可以改进分析。

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