Finite Element Analysis:Theory and Application with ANSYS package

碩士 === 國立臺北科技大學 === 土木與防災技術研究所 === 91 === Finite element method analysis the structure,first assumes deformation model of the structure (polynominal),the end displacement value of the structure becomes a deformation field,is an element,structure is set of the element.Force on structure also can expr...

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Main Authors: Yang Cheng I, 楊正議
Other Authors: K. Y. Hu
Format: Others
Language:zh-TW
Published: 2003
Online Access:http://ndltd.ncl.edu.tw/handle/41847099826053454870
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spelling ndltd-TW-091TIT006530372015-10-13T13:35:32Z http://ndltd.ncl.edu.tw/handle/41847099826053454870 Finite Element Analysis:Theory and Application with ANSYS package 結構有限元素分析:理論與ANSYS套裝軟體之應用 Yang Cheng I 楊正議 碩士 國立臺北科技大學 土木與防災技術研究所 91 Finite element method analysis the structure,first assumes deformation model of the structure (polynominal),the end displacement value of the structure becomes a deformation field,is an element,structure is set of the element.Force on structure also can express with element end force value and force field,force field and deformation field can assume direct ratio.is linearly elastic.Total strain energy of the element is stationary small in structure,can determine end deflection. The structure members have two force member、beam、membrane、plate、and shell.According to end degree of freedom difference of deflection field determine it,degree of freedom determine most height exponential order of the deflection polynominal,deflection polynominal express shape function with end deflection,is deformation of the structure member,deformation field of the structure.Force field of the structure also can become end value expression,force field can use the same shape function with deformation field.Force on member has strain energy for deflection after,strain energy can express with end force value and deflection value,total strain energy of the structure is stationary small,become stability condition,obtain the end deflection. K. Y. Hu 胡光怡 2003 學位論文 ; thesis 0 zh-TW
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language zh-TW
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sources NDLTD
description 碩士 === 國立臺北科技大學 === 土木與防災技術研究所 === 91 === Finite element method analysis the structure,first assumes deformation model of the structure (polynominal),the end displacement value of the structure becomes a deformation field,is an element,structure is set of the element.Force on structure also can express with element end force value and force field,force field and deformation field can assume direct ratio.is linearly elastic.Total strain energy of the element is stationary small in structure,can determine end deflection. The structure members have two force member、beam、membrane、plate、and shell.According to end degree of freedom difference of deflection field determine it,degree of freedom determine most height exponential order of the deflection polynominal,deflection polynominal express shape function with end deflection,is deformation of the structure member,deformation field of the structure.Force field of the structure also can become end value expression,force field can use the same shape function with deformation field.Force on member has strain energy for deflection after,strain energy can express with end force value and deflection value,total strain energy of the structure is stationary small,become stability condition,obtain the end deflection.
author2 K. Y. Hu
author_facet K. Y. Hu
Yang Cheng I
楊正議
author Yang Cheng I
楊正議
spellingShingle Yang Cheng I
楊正議
Finite Element Analysis:Theory and Application with ANSYS package
author_sort Yang Cheng I
title Finite Element Analysis:Theory and Application with ANSYS package
title_short Finite Element Analysis:Theory and Application with ANSYS package
title_full Finite Element Analysis:Theory and Application with ANSYS package
title_fullStr Finite Element Analysis:Theory and Application with ANSYS package
title_full_unstemmed Finite Element Analysis:Theory and Application with ANSYS package
title_sort finite element analysis:theory and application with ansys package
publishDate 2003
url http://ndltd.ncl.edu.tw/handle/41847099826053454870
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