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A computational model for residual life assessment of dents generated by explosive loads in pipelines

机译:管道爆炸性负荷产生的凹痕的剩余寿命评估的计算模型

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The present work develops a finite elements computational model that describes the process of dynamic deformation in pipelines under explosive loads. The mechanical response of the material is modeled by means of an elastoviscoplastic constitutive law based on the Johnson-Cook equation. The model allows understanding the process of generation of dents through the dynamics phenomena and of the development and distribution of stress and strain. The model also allows studying the distribution and magnitude of residual stress allowing identifying critical areas in the dent. It is validated by means of the correlation of main variables with data obtained in experiments of generation of dents under controlled conditions. The model predicts the experimental results in a high grade allowing corroborating hypothesis of failure and residual life proposals for the pipe impacted.
机译:目前的作品开发了有限元计算模型,该计算模型描述了爆炸性负载下管道中动态变形的过程。基于Johnson-Cook方程的Elastoviscoplastic结构型术,材料的机械响应是模拟的。该模型通过动力学现象和应力和应变的发展和分布来了解凹痕的产生过程。该模型还允许研究残留应力的分布和大小,允许识别凹痕中的关键区域。通过主要变量与在受控条件下产生凹痕的实验中获得的数据的相关性验证。该模型预测了高级实验结果,允许对受影响的管道的失效和剩余寿命提案进行证明。

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