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Analytical and semi-analytical method of the lates

 
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PostWysłany: Nie 23:00, 03 Kwi 2011    Temat postu: Analytical and semi-analytical method of the lates

Analytical method and the latest semi-analytical method


Structural Mechanics and Applications (to be published.) [3O] Zhong Xie, Ouyang Hua Jiang; mechanics of composite materials in the Hamilton system and symplectic geometry method (I) - the basic principles of Applied Mathematics and Mechanics, 1992,13 (11). [3】] Zhong Xie,[link widoczny dla zalogowanych], Ouyang Hua Jiang: mechanics of composite materials in the Hamilton system and symplectic geometry method (1) - plane problems, Applied Mathematics and Mechanics, 1992,13 (12). [32] Ouyang Hua Jiang, Zhong Wan-xie t Recovering material mechanics Hamilton system and symplectic geometry method (I) - the bending and vibration problems, Applied Mathematics and Mechanics (to be published.) [33] Tang Limin: Mixed Taiwan elasticity equations and Hamilton canonical equation, Computational Structural Mechanics and Applications, 1991,8). RBcENTADVANCESINTHERBSEARCH0FANALYTICM stare H0DSANDSBMl-ANALYTICMETHODSZhongWanxieZhongWanxieOuyangHuajlang (DalianUniversityofTechnology) Ab0 play actAnewanalytinmethodandanewsemi-~ alyticmethodlmvebeenpresentedinthepaperforthes coffee stone hoes 9of9Omep8ftiaIdifferentialequations (PDEs) inHam ~ Itonianformulationa called bawdonsymplecticorthogonalityafeigcc ~ vectom. T | methodsarequitegeneral0n Emirates thoughtheverificationand. formulation0rtheminthepaperhavebeeneonnec ~ dwi also two-ordernon-homogeneousdIipequation-Brnumericalresultsarealsogiven. Ithasbeenconcludedthattheanalyticmethodcangetanaly Duo: ~ lutlonso £ ∞ mPDEsthatRre ~ r ~ olved ∞ dthesemi-analYmethodmoreaccuratein. 0puting cricket thestateveCtOr (dlspiacernent) andthe. 0 a statevector (~ ess) onthewholecomparedwith1Utzmethod. finiteelerrmntmethodandfinitestripmethod. Theproject West supportedbytheNationalNaturalScienceFoundationafChiBaforP ∞ D bang QrateRc ~ eatchandhasbeenI ~ rtiallysupportedbytheNationalNatcralScienceFounda ~ ion0IC. Ke3. word $: Partialdifferentia [equation, Hamiltonlans3 ~ era, analyticrne ~ hod. sern ~ analytic , Jnlteementmethod / ~ mt, tectlc [Author] Zhong Xie, born in 1954. Engineering Mechanics, Dalian University of Technology is currently director of the Institute, doctoral and postdoctoral mentor. Executive director of the Chinese Society of Mechanics, executive director of the International Society of Computational Mechanics. 1986 national outstanding experts, experts at the national level in 1991. University of Cambridge and the United States in 1991, into the world Who I cents. Ouyang Hua Jiang, born in 1962, 1989, Dalian University of Technology Ph.D., has been engaged in postdoctoral research, 199] years by the State Board of Education to Associate Professor broken Geti.


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