有限元方法在化工設(shè)備局部應(yīng)力計(jì)算中的應(yīng)用研究
[Abstract]:Local stress calculation of pressure vessel and equipment is a common problem in design and maintenance. Excessive local stress may cause excessive deformation due to local overloading of the structure, or fatigue damage under alternating load, which endangers the safety of vessels and equipment, which should be considered in the design. The whole paper focuses on the calculation and analysis of local stress. The numerical method is used to calculate the stress, and the stress classification method and classical theoretical calculation in the analytical design method are used to analyze the stress. At the same time, another direct method of analysis and design, which has been included in the EU standard, has been studied. The numerical results are verified by experiments to some extent. The main structures selected are non-standard containers and equipments which are often encountered in engineering practice. For example, the tapered shell with large aperture, the tangential nozzle of vessel shell, the variable diameter section of tower, etc. At the same time, the problem of fatigue failure which is often encountered in practice is studied, and an engineering example is given to illustrate it. Furthermore, the design method of external pressure vessel is summarized, and some references in the new design method of external pressure vessel are explained by numerical calculation. Through the calculation and analysis, the stress distribution map of the above important structures is obtained, and its stress is classified and restricted by different criteria, so that the engineers have a better grasp of the strength of these structures. In this way, the designed structure not only guarantees the security, but also becomes more economical. The numerical calculation and interpretation of the new design method for external pressure vessels is a better understanding of the internal reasons of the new method and a better understanding of the design.
【學(xué)位授予單位】:西北大學(xué)
【學(xué)位級(jí)別】:碩士
【學(xué)位授予年份】:2011
【分類號(hào)】:TQ050;TH123.4
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