梁立孚, 刘宗民, 刘殿魁. 非保守薄壁结构系统的广义拟余Hamilton原理及其应用[J]. 工程力学, 2008, 25(10): 60-065.
引用本文: 梁立孚, 刘宗民, 刘殿魁. 非保守薄壁结构系统的广义拟余Hamilton原理及其应用[J]. 工程力学, 2008, 25(10): 60-065.
LIANG Li-fu, LIU Zong-min, LIU Dian-kui. GENERALIZED HAMILTON-TYPE QUASI-COMPLEMENTARY ENERGY PRINCIPLE OF NON-CONSERVATIVE THIN-WALL STRUCTURAL SYSTEM AND ITS APPLICATION[J]. Engineering Mechanics, 2008, 25(10): 60-065.
Citation: LIANG Li-fu, LIU Zong-min, LIU Dian-kui. GENERALIZED HAMILTON-TYPE QUASI-COMPLEMENTARY ENERGY PRINCIPLE OF NON-CONSERVATIVE THIN-WALL STRUCTURAL SYSTEM AND ITS APPLICATION[J]. Engineering Mechanics, 2008, 25(10): 60-065.

非保守薄壁结构系统的广义拟余Hamilton原理及其应用

GENERALIZED HAMILTON-TYPE QUASI-COMPLEMENTARY ENERGY PRINCIPLE OF NON-CONSERVATIVE THIN-WALL STRUCTURAL SYSTEM AND ITS APPLICATION

  • 摘要: 采用加零变换法和变积方法,并考虑伴生力特性,建立了适用于非保守薄壁结构系统的广义拟余Hamilton原理。应用该原理解决非保守薄壁结构系统扭转动力学问题,给出同时求解薄壁结构的剪流和转角两类变量的计算方法,最后,讨论了相关的问题。

     

    Abstract: Considering the characters of fellow forces, the generalized Hamilton-type quasi-complementary energy principle, that is applicable to thin-wall structure of non-conservative system, can be obtained adopting the zero-addition transformation method and the variational integral method. Appling this principle to the torsion dynamics problem of non-conservative thin-wall structural system, this paper develops the method that can calculate both the shear force and the rotation simultaneously. Finally some correlative problems are discussed.

     

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