直线槽动压式密封的三维数值模拟
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摘要
直线槽动压密封具有可靠性好,寿命长,环保,经济等优点,在核电和航天航空等领域的已经得到应用。目前关于直线槽密封的研究很少。而且,几乎没有文献报道对直线槽液膜内流场分析及密封环的位移变化和应力分布。本论文的目的就是通过建立三维直线槽密封的数学模型,对密封进行数值模拟,从而为进一步的研究奠定基础。
     本文着重从流体力学控制方程出发,基于有限体积法,采用FLUENT软件对直线槽密封液膜的流场进行模拟,得到了液膜的流场,并对密封特性做了理论分析。本文使用有限元软件ANSYS,对密封环的变形和应力进行了研究,验证了周向波度理论和径向锥度理论在此种直线槽上的正确性。
     总之,本文通过对直线槽动压密封特性的研究,讨论了直线槽密封几何参数和工作参数对密封性能的影响,为直线槽密封的工程设计及应用提供理论支持,还为以后的动态、力变形和热变形等研究打下了理论基础。
The line groove dynamic pressure seals have the merits of reliability,long life, no pollution and economical characteristic, so they are more widely used in the nuclear power and aerospace industry. Recently there are less of investigations about them. Furthermore, there are few papers reporting the flow field of the liquid film, displacement change and stress distribution of the sealing rings. By three-dimensional physical model of the the line groove dynamic pressure seals, which is agreed with the actual physical model, this paper carries out the numerical simulation of the line groove dynamic pressure seals and makes ready for the further research.
     The important task of this paper is on the basis of computational fluid dynamics, from the full governing equations of the fluid mechanism, founded on the finite volume method (FVM), used the software FLUENTto simulate the flow field of the line groove dynamic pressure seals, and to have theoretical analysis with sealing characteristics. This paper used the finite element software ANSYS, has the further researching of stress and deformation of the seal rings, verify the validity of circular waviness and radial taper of the line groove pressure seals.
     In a word, by deeply studying the performances of the line groove dynamic pressure seals, this dissertation offers theoretical support for the engineering design and application. And a theoretical basis is made for the further study such as dynamic stability, mechanical and thermal deformations.
引文
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