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NODAL FORCE BASED FINITE ELEMENT METHOD AND ITS APPLICATION IN DURABILITY ANALYSIS

机译:基于节点力的有限元方法及其在耐久性分析中的应用

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摘要

In the conventional finite element methods, the stresses are obtained from the computed nodal displacements and are thus a derived quantity, which is not accurate. Additionally, equilibrium of resulted element stresses is, in general, not satisfied at every point in the conventional finite element solutions, which is one of the major reasons for severe mesh-sensitivity in stress or strain results. However, the equilibrium of nodal force is always guaranteed in all finite element solutions regardless of mesh sizes. This equilibrium of nodal force provides a good way to recovering stress with improved accuracy, and various methods, including the currently widely used structural stress procedure for fatigue life assessment, have been proposed with varying degrees of complexity and success. In this paper, a new post-processing procedure is proposed to calculate surface traction stress for 3-D solid elements in terms of nodal forces from the conventional commercial finite element analysis software, such as Abaqus and Nastran. The applicability and limitation of the nodal force based method is demonstrated by applying it to two-dimensional and three-dimensional linear elastic continuum solid elements. Finally, its application in durability analysis such as fatigue and creep life assessments is discussed.
机译:在常规的有限元方法中,应力是从计算出的节点位移获得的,因此是推导的量,不准确。另外,在常规的有限元解决方案中,通常不能在每个点上都满足所得单元应力的平衡,这是应力或应变结果中网格敏感度严重的主要原因之一。但是,无论网格大小如何,在所有有限元解中总能保证节点力的平衡。节点力的这种平衡提供了一种以更高的精度恢复应力的好方法,并且已经提出了各种方法,包括目前广泛使用的用于疲劳寿命评估的结构应力程序,具有不同程度的复杂性和成功性。在本文中,提出了一种新的后处理程序,可以根据节点力从传统的商用有限元分析软件(例如Abaqus和Nastran)计算3-D固体单元的表面牵引应力。通过将其应用于二维和三维线性弹性连续体固体单元,论证了基于节点力的方法的适用性和局限性。最后,讨论了其在耐久性分析(如疲劳和蠕变寿命评估)中的应用。

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  • 会议地点 Toronto(CA)
  • 作者单位

    Emission Control Team, Tenneco, Inc. Grass lake, Michigan, USA;

    Emission Control Team, Tenneco, Inc.Grass lake, Michigan, USA;

    Emission Control team, Tenneco, Inc.Grass lake, Michigan, USA;

    School of Naval Architecture and Marine Engineering, The University of New Orleans, USA;

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