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Modelling the micromorphology of heat treated Ti6Al4V forgings by means of spatial tessellations feasible for FEM analyses of microscale residual stresses

机译:利用空间镶嵌模型对热处理的Ti6Al4V锻件的微观形态进行建模,可用于有限元分析微观残余应力

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摘要

Due to finite thermal conductivity and the heterogeneous microstructure of Ti6Al4V, the temperature distribution within large components during thermal processing is highly heterogeneous on both, the macroscale and the microscale. To compute a spatial distribution of stresses at the microscale, a microdomain partition is prerequisite. By analysing representative micrographs, characteristic grain shapes are determined which serve as validation of numerically generated realistic microdomain partitions utilising the technique of spatial tessellations. By generalising the standard Vorono? tessellation, a more sophisticated tessellation, the Johnson-Mehl tessellation is introduced to capture these characteristics appropriately. The Johnson-Mehl cells grow isotropically around the kernels which result from an inhomogeneous Poisson point process, replicating the underlying phase evolution mechanism during thermal processing. In order to capture the anisotropy of the microstructure caused by preceding forging, a geometrical morphing is applied subsequently to the computation of the spatial tessellation. Comparison of the basic features of both, the experimentally derived micrographs and the numerically derived ones, reveals a good qualitative agreement.
机译:由于有限的热导率和Ti6Al4V的异质微观结构,在热处理过程中大型部件内部的温度分布在宏观和微观上都是高度异质的。要在微观尺度上计算应力的空间分布,必须先进行微区划分。通过分析代表性显微照片,确定了特征晶粒形状,这些晶粒形状可利用空间镶嵌技术验证数字生成的实际微域分区。通过概括标准的Vorono?细分,更复杂的细分,引入了Johnson-Mehl细分以适当地捕获这些特征。 Johnson-Mehl细胞在核周围各向同性生长,这是由不均匀的Poisson点过程导致的,在热处理过程中复制了基础的相变机理。为了捕获由先前的锻造引起的微观结构的各向异性,随后将几何变形应用于空间镶嵌的计算。比较实验得出的显微照片和数字得出的显微照片的基本特征,发现了很好的定性一致性。

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