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Modelling texture evolution in equal channel angular extrusion of bcc materials: effects of processing route and initial texture

机译:在密件抄送材料的等通道角挤压中模拟纹理演化:加工路线和初始纹理的影响

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A modelling investigation of texture evolution in equal channel angular extrusion (ECAE) of bcc materials with a 90 degrees die via routes A, BA, Bc and C is performed using a visco-plastic self-consistent model and assuming idealized simple shear deformation at the intersection plane of the die channels. For each route, the effect of initial texture on texture evolution is examined by simulations from a random, sheet or wire initial texture. The characteristic orientation fibres as found in a single pass are also evident in the multi-pass textures, but the orientation distributions along the fibres are more complete in route A than in the other routes. The initial texture effect persists in the cross shear routes, more so in route A than Bc and then BA, up to four to five passes, and afterwards the effect is insignificant and mainly on the texture strength. In route C, however, the initial texture effect remains for every pass studied due to the cyclic shear reversal in every two passes and thus there is retention of the initial texture after even-numbered passes, but as discussed this may not be true in actual ECAE deformation. It is suggested that choice of processing route is the more effective means of controlling texture at a high number of passes. The significance of these texture results is demonstrated by plastic anisotropy seen in texture-based yield loci. The predicted slip activities of the {110} [111] and {112} [111] slip systems are discussed.
机译:使用粘塑性自洽模型对具有90度模具的bcc材料通过路径A,BA,Bc和C在等通道角挤压(ECAE)中的组织演变进行了模型研究,并假设在该处理想的简单剪切变形模具通道的相交平面。对于每条路线,初始纹理对纹理演变的影响都可以通过对随机,薄片或金属丝初始纹理的模拟进行检查。在单遍中发现的特征取向纤维在多遍纹理中也很明显,但是在路径A中沿纤维的取向分布比在其他途径中更完整。最初的纹理效果在横向剪切路径中持续存在,在路径A中比Bc然后在BA中更为明显,最多4到5遍,然后影响不明显,主要在纹理强度上。然而,在路径C中,由于每两遍循环剪切的反转,对于每一次研究的遍,初始纹理效果都会保留,因此在偶数遍之后仍保留了原始纹理,但是正如所讨论的,在实际中可能并非如此ECAE变形。建议处理路径的选择是在大量通过时控制纹理的更有效手段。这些纹理结果的重要性已在基于纹理的产量位点中看到的塑性各向异性得到了证明。讨论了{110} [111]和{112} [111]滑动系统的预测滑动活动。

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