伽辽金法
超音速
颤振
阻塞流
有限元法
数学
间断伽辽金法
同种类的
机械
梁(结构)
数学分析
流量(数学)
应用数学
物理
空气动力学
几何学
光学
组合数学
热力学
作者
M. A. Amato,Isaac Elishakoff,J. N. Reddy
出处
期刊:AIAA Journal
[American Institute of Aeronautics and Astronautics]
日期:2021-11-01
卷期号:59 (11): 4342-4353
被引量:5
摘要
This study is devoted to the investigation of flutter of beams with highly contrasting materials. Two versions of the Galerkin method are applied: original version and modified version. It is shown that the modified Galerkin method tends to the exact solution for the inhomogeneous case in contrast with the original implementation, which does not. Secondly, modified and original Galerkin methods tend to the same solution in the homogeneous case. As far as the flutter is concerned, the modified Galerkin method tends to the finite element solution for the inhomogeneous case in contrast with the original implementation, which does not. Both original and modified Galerkin methods in the inhomogeneous case require many more terms (namely, 300) than the modified Galerkin method in the homogeneous case, where 10 terms sufficient.
科研通智能强力驱动
Strongly Powered by AbleSci AI