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Bifurcation in the numerical simulation of softening mechanisms

机译:软化机理数值模拟中的分岔

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Non-linear simulation of strain-softening materials is often impeded by the presence of singular points encountered along the equilibrium path. Available numerical techniques aimed at the treatment of singular points are presented. Emphasis is placed on bifurcation analysis. Two numerical examples of structural bifurcation are presented. In the first example, a direct tension test on a notched concrete bar is simulated, displaying a symmetric bifurcation. In the second example, a direct tension test on a tapered concrete bar is simulated, displaying a non-symmetric bifurcation. The bifurcation analysis techniques introduced are shown to be effective. The need for systematic bifurcation analysis in the non-linear simulation of strain-softening materials is concluded. (C) 2000 Elsevier Science Ltd. All rights reserved. References: 13
机译:应变软化材料的非线性模拟通常受到沿平衡路径遇到的奇异点的阻碍。介绍了用于处理奇异点的可用数值技术。重点放在分岔分析上。给出了两个结构分岔的数值算例。在第一个示例中,模拟了缺口混凝土钢筋上的直接拉伸测试,显示了对称的分岔。在第二个示例中,模拟了锥形混凝土钢筋上的直接拉力测试,显示非对称分岔。所引入的分岔分析技术被证明是有效的。总结了在应变软化材料的非线性模拟中对系统分岔分析的需求。(C) 2000 Elsevier Science Ltd.保留所有权利。[参考文献: 13]

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