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Taylor analysis for {111}<112> twinning on one system and {111}<110> slip under tension and compression flow condition

机译:在一个系统上的{111} <112>孪晶的泰勒分析和{111} <110>在张力和压缩流动条件下滑动

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Linear programming techniques were used to obtain the solutions of Taylor analysis for {111 }<112> twinning and {111}<110> slip under conditions of axisymmetric flow: tension and compression. The usual Taylor analysis, which considers that twinning and dislocation slip occur in 12 systems for each mechanism (total Systems equal to 24), is compared with an identical analysis but under the assumption that twinning only activates one twinning system (among the 12 possible twinning systems), which leads to a total number of 13 systems (12 for dislocation slip and 1 for twinning). This hypothesis comes from the fact that the critical resolved shear stress for twinning depends on the number of active twinning systems: it is the lowest when only one twinning system is active.
机译:线性编程技术用于在轴对称流动条件下获得{111} <112>孪晶和{111} <110>滑动的泰勒分析溶液:张力和压缩。常规泰勒分析,考虑到孪晶和位错滑移发生在每种机制的12个系统中(等于24的总系统),与相同的分析相比,但在孪生仅激活一个孪晶系统(12个可能的孪生中)系统),导致13个系统的总数(用于脱位滑移和孪生的1个)。这个假设来自:Twinning的临界分辨剪切应力取决于有源孪晶系统的数量:当只有一个孪晶系统有效时,它是最低的。

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