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Compressible seal flow analysis using the finite element method with Galerkin solution technique

机译:使用Galerkin求解技术的有限元方法可压缩密封流动分析

摘要

High pressure gas sealing involves not only balancing the viscous force with the pressure gradient force but also accounting for fluid inertia--especially for choked flow. The conventional finite element method which uses a Rayleigh-Ritz solution technique is not convenient for nonlinear problems. For these problems, a finite element method with a Galerkin solution technique (FEMGST) was formulated. One example, a three-dimensional axisymmetric flow formulation has nonlinearities due to compressibility, area expansion, and convective inertia. Solutions agree with classical results in the limiting cases. The development of the choked flow velocity profile is shown.
机译:高压气体密封不仅要平衡粘性力和压力梯度力,还要考虑流体惯性,尤其是节流。使用Rayleigh-Ritz求解技术的常规有限元方法不适用于非线性问题。针对这些问题,提出了一种采用Galerkin求解技术(FEMGST)的有限元方法。一个例子,三维轴对称流动公式由于可压缩性,面积膨胀和对流惯性而具有非线性。在极限情况下,解与经典结果一致。显示了节流流速分布的变化。

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    Zuk J.;

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  • 年度 1974
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