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旋转圆柱面叶栅内不可压缩流动杂交命题的变分原理与广义变分原理
引用本文:郭齐胜. 旋转圆柱面叶栅内不可压缩流动杂交命题的变分原理与广义变分原理[J]. 兰州理工大学学报, 1988, 0(2)
作者姓名:郭齐胜
作者单位:甘肃工业大学机械工程二系
摘    要:本文分别以两类通用函数(角函数和矩函数)为自变函数,建立了旋转圆柱面叶栅内不可压缩流动A、B、C三类杂交命题的变分原理与广义变分原理,旨在为应用有限元法等有力工具来设计轴流式水力机械叶片提供理论基础。

关 键 词:旋转圆柱面叶栅  不可压缩流动  杂交命题  变分原理

Variational Principles and Generalized Variational Principles for the Hybrid Problems for Incompressible Flow in Airfoil Cascades on a Running Cylindrical Surface
Guo Qisheng Second. Variational Principles and Generalized Variational Principles for the Hybrid Problems for Incompressible Flow in Airfoil Cascades on a Running Cylindrical Surface[J]. Journal of Lanzhou University of Technology, 1988, 0(2)
Authors:Guo Qisheng Second
Affiliation:Guo Qisheng Second Department of Mechanical Engineering
Abstract:In this paper,the variational principles and generalized variational principles for the hybrid problems ( types A, B, and C) for incompressible flow in airfoil cascades on a running cylindrical surface have been developed in terms of two functions-the angular function and the moment function. The aim of this paper is to provide a theoretical basis for designing the blades of axial hydraulic machinery by employing the FE method et al.
Keywords:cascades on a running cylindrical surface   incompressible flow   hybrid problem   variational principle.
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