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Damage Accumulation and Fracture of Weld Joints under Low-Cyclic Loading Conditions

机译:低循环负载条件下焊接接头损伤积聚和断裂

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Failure of weld joints under single and cyclic pulsating loading conditions is under consideration. A weld joint is modeled by three-layer composite. A model of elastic ideally plastic material characterized by ultimate elongation has been chosen. Stepwise propagation of the internal I mode crack under cyclic loading is investigated. Delamination of bimaterial composed of two structured materials is considered when a crack is located at the interface between two media. Loads under pulsating loading conditions are studied for elastic-plastic material. To account for embrittlement in the pre-fracture zone material, Coffin's type equation is used. For analysis of this process, diagrams of quasi-brittle fracture of solids under cyclic loading conditions are proposed to be used. One of curves of the proposed diagram bears resemblance to the Kitagawa-Takahashi diagram. Estimates of average dimensionless velocity of stepwise crack propagation per loading cycle have been obtained in an explicit form for plane specimens of finite width. The relations derived for the average crack growth rate can be considered as structural expressions for plotting Paris' curves.
机译:正在考虑单一和循环脉动负载条件下的焊接接头失效。焊接接头由三层复合材料建模。选择了一种具有最终伸长伸长率的弹性理想塑料材料的模型。研究了内部I模式裂纹在循环载荷下的逐步传播。当裂缝位于两个介质之间的界面处时,考虑了由两个结构化材料组成的双层物质的分层。对弹性塑料材料研究了脉动负载条件下的载荷。要考虑骨折区域材料中的脆化,使用棺材的方程。为了分析该方法,提出了使用环状负载条件下固体的准脆性断裂图。建议图的曲线之一与Kitagawa-Takahashi图相似。已经以有限宽度的平面标本的明确形式获得了每个装载周期的平均逐步裂纹传播的平均无量纲速度的估计。为平均裂缝增长率的关系可以被视为绘制巴黎曲线的结构表达。

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