基于唯象损伤模型的复杂载荷下管道延性断裂数值研究

Iago S. Santos, D. Sarzosa
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引用次数: 0

摘要

本文采用现象学损伤计算模型对管道延性断裂力学响应进行了数值研究。采用基于应力三轴性和Lode角参数的起裂准则和起裂后损伤规律对损伤进行控制,将各个有限元单元从网格中剔除。对弹塑性响应、损伤参数进行了标定,并对有限元模型进行了验证。试验几何形状为横截面光滑且有缺口的圆杆,轴向拉伸载荷下的扁平缺口试件,深裂纹弯曲试件SE(B)和致密拉伸试件C(T)的断裂韧性试验。采用标定后的数值计算方法,对具有周向表面裂纹的管道同时承受拉伸载荷和内压载荷进行了参数化研究。研究了几何参数变化和载荷作用对管材应变能力的影响。同时还研究了相邻管道间纵向不对准的影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Numerical Investigation of Ductile Fracture in Pipelines Under Complex Loading Using a Phenomenological Damage Model
This paper presents a numerical study on pipes ductile fracture mechanical response using a phenomenological computational damage model. The damage is controlled by an initiation criterion dependent on the stress triaxiality and the Lode angle parameter, and a post-initiation damage law to eliminate each finite element from the mesh. Experimental tests were carried out to calibrate the elastoplastic response, damage parameters and validate the FEM models. The tested geometries were round bars having smooth and notched cross-section, flat notched specimens under axial tensile loads, and fracture toughness tests in deeply cracked bending specimens SE(B) and compact tension samples C(T). The calibrated numerical procedure was applied to execute a parametric study in pipes with circumferential surface cracks subjected to tensile and internal pressure loads simultaneously. The effects of the variation of geometric parameters and the load applications on the pipes strain capacity were investigated. The influence of longitudinal misalignment between adjacent pipes was also investigated.
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