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Development of a mixed displacement-stress formulation for the analysis of elastoplastic structures under small strains: Application to a locking-free, NURBS-based solid-shell element

机译:开发用于分析小应变下弹塑性结构的混合位移应力公式:在基于NURBS的无锁定固体壳单元中的应用

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In this paper, we develop a general framework for the extension of mixed displacement-stress types of formulations to elastoplastic problems under small strains. The difficulty with such formulations is that, contrary to the more usual mixed methods used for incompressible materials, plasticity (which involves the deviatoric part of the stress) is affected by the static unknown. Thus, the plastic flow is not governed by displacement-induced strains alone. The approach followed in this paper consists in choosing the total elastic stress as the static unknown of the mixed formulation. Then, one determines a strain field which is used as input for the plastic projection. We applied this formalism to the mixed NURBS-based solid-shell element of Bouclier et al. (2013, 2015), which led to an efficient extension of the element into the elastoplastic domain. We were able to verify the ability of this element to overcome shell locking problems through several test cases involving a plastic flow rule with linear isotropic strain hardening. (C) 2015 Elsevier B.V. All rights reserved.
机译:在本文中,我们为混合位移应力类型的配方扩展到小应变情况下的弹塑性问题提供了一个通用框架。这种配方的困难在于,与用于不可压缩材料的更常见的混合方法相反,可塑性(涉及应力的偏斜部分)受静态未知数的影响。因此,塑性流动并不仅限于位移引起的应变。本文采用的方法是选择总弹性应力作为混合配方的静态未知数。然后,确定应变场,该应变场用作塑料凸起的输入。我们将此形式主义应用于Bouclier等人的基于NURBS的混合固体元素。 (2013,2015),从而将元素有效地扩展到了弹塑性领域。通过几个涉及线性等向应变硬化的塑性流动规则的测试案例,我们能够验证该元件克服壳体锁定问题的能力。 (C)2015 Elsevier B.V.保留所有权利。

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