首页> 外文期刊>International Journal of Pressure Vessels and Piping >Influence of viscoplasticity, hardening, and annealing effects during the welding of a three-pass slot weld (NET-TG4 round robin)
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Influence of viscoplasticity, hardening, and annealing effects during the welding of a three-pass slot weld (NET-TG4 round robin)

机译:粘胶塑料,硬化和退火效应的影响(Net-TG4循环焊接期间

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摘要

In this paper, numerical simulations of a three-pass bead-in-slot weld in an AISI 316LN austenitic stainless steel plate are performed for different material constitutive behaviors, including viscoplasticity. This work has been undertaken as a part of the Task Group 4 (TG4) measurement and simulation round robin of the NeT European network. Finite Element (FE) Welding simulations are performed assuming a moving 3D heat source, accurately calibrated against thermocouple measurements and metallographic analysis. Different constitutive equations, calibrated from cyclic mechanical tests and creep data at different temperatures, are considered for the mechanical computations of residual stresses. The respective influence of cyclic hardening, annealing effects, and viscoplasticity is discussed, considering simple 1D models (fixed end bar analogy, subjected to thermal cycles identical to those experienced during welding) or the more complex 3D 3-pass slot weld FE model, representative of the NET-TG4 mock-up. Simulations results are also compared with residual stresses measurements provided within the NET-TG4 measurement round robin. The simulations emphasize the strong influence of hardening and annealing modelling, and the rather weak effect of creep on residual stresses for this special test case. (C) 2017 Elsevier Ltd. All rights reserved.
机译:本文对AISI 316LN奥氏体不锈钢板三次胎圈焊接的数值模拟进行了不同材料组成型行为,包括粘合性。这项工作是作为任务组4(TG4)测量和媒体欧洲网络循环循环的一部分的一部分。假设移动的3D热源进行有限元(Fe)焊接模拟,以热电偶测量和金相分析精确校准。考虑不同温度的循环机械测试和蠕变数据校准的不同组成方程,被认为是残余应力的机械计算。讨论了循环硬化,退火效应和粘盖性的各自影响,考虑到简单的1D模型(固定端杆类比,经受与焊接期间经历的热循环相同的热循环)或更复杂的3D 3通槽焊接Fe模型,代表Net-TG4模拟。仿真结果也与Net-TG4测量循环中提供的残余应力测量相比。模拟强调硬化和退火建模的强烈影响,以及蠕变对该特殊测试用例的残余应力的相当弱效应。 (c)2017 Elsevier Ltd.保留所有权利。

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