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SHAKEDOWN AND RATCHETING ASSESSMENT OF ATUBEPLATE USING THE LINEAR MATCHING METHOD

机译:线性匹配方法对原子剂量的混合物进行检定和棘轮评估

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Power plant components may be subject to severe ranges of pressure and temperature when in-service. As a result, significant pressure and thermal stresses may occur which are cyclic in nature. For such components it is necessary to demonstrate an acceptable creep and fatigue life. However, before any such assessment can take place it must first be demonstrated that the cyclic loading would not lead to incremental plasticity, also known as ratcheting, and ultimately plastic collapse. If ratcheting does occurs then the calculation of creep and fatigue lives based upon a steady cyclic behaviour is invalid. It is therefore useful for find out how close structures are to ratcheting. A power plant tubeplate has been analysed using non-linear finite element methods to assess its susceptibility to ratcheting and the potential for plastic collapse to occur. This is referred to as a shakedown assessment. Finite element analysis is a traditional method for assessing shakedown, however this approach is computationally expensive. An alternative method of assessing shakedown, which is significantly more efficient, although not as well validated, is the Linear Matching Method. In this work, both finite element analysis and the Linear Matching Method have been used on a real world problem. The objective of this work is to assess the advantages and disadvantages of the LMM when compared to traditional nonlinear finite element methods.
机译:在役时,发电厂部件可能受到严重的压力和温度范围。结果,可能发生显着的压力和热应力,其自然界是循环的。对于这样的组成部分,有必要展示可接受的蠕变和疲劳寿命。然而,在任何此类评估之前,必须首先证明循环载荷不会导致增量可塑性,也称为棘轮,最终塑性坍塌。如果发生棘轮,则基于稳定的循环行为的蠕变和疲劳寿命的计算无效。因此,它非常有用,了解棘轮的近距离。使用非线性有限元方法分析了电厂管板,以评估其对棘轮的敏感性以及发生塑性坍塌的可能性。这被称为Shakedown评估。有限元分析是一种评估Shakingown的传统方法,但这种方法是计算昂贵的。一种评估Shakingown的替代方法,这显着更有效,虽然没有验证,但是线性匹配方法。在这项工作中,两种有限元分析和线性匹配方法都已用于现实世界问题。这项工作的目的是评估与传统非线性有限元方法相比时LMM的优缺点。

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