节点文献
T型槽干气密封稳态特性的有限元分析
Steady-state performance analysis of t-shape groove dry gas seals by a finite element method
【摘要】 从可压缩气体雷诺方程出发 ,使用伽辽金法 ,对T型槽干气密封稳态特性进行了有限元分析 ,推导出相应的离散方程并研究方程的算法 ,还自行开发了基于VC6 0平台上的干气密封有限元计算软件。最后 ,把软件计算结果与文献值和实验值进行比较 ,验证了计算方法和程序编制的正确性 ,对进一步研究和工程设计均有重要的指导意义
【Abstract】 An efficient and accurate finite element method was proposed to analyze the steady state performance of T shape groove dry gas seals. The method is based on the Galerkin weighted residual method and a discrete equation is derived from the compressible gas Reynolds Equation. The discrete equation was solved by a numerical iteration. A software was developed for computing the T shape groove dry gas seals based on the VC6 0 environment. The computed results well agreed with the experiment results.
【关键词】 T型槽;
干气密封;
有限元;
雷诺方程;
【Key words】 T shape groove; dry gas seals; finite element; Reynolds Equation;
【Key words】 T shape groove; dry gas seals; finite element; Reynolds Equation;
【基金】 中国石油化工股份有限公司项目 (W 0 10 16 )
- 【文献出处】 北京化工大学学报(自然科学版) ,Journal of Beijing University of Chemical Technology , 编辑部邮箱 ,2003年02期
- 【分类号】TB42
- 【被引频次】43
- 【下载频次】273