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梨动力学特性有限元分析
引用本文:宋慧芝,王俊,陈琦峰,严志权. 梨动力学特性有限元分析[J]. 农业机械学报, 2005, 36(6): 61-64
作者姓名:宋慧芝  王俊  陈琦峰  严志权
作者单位:浙江大学生物系统工程与食品科学学院;浙江大学生物系统工程与食品科学学院;浙江大学生物系统工程与食品科学学院;浙江大学生物系统工程与食品科学学院
基金项目:国家自然科学基金资助项目(项目编号:30170533)
摘    要:应用有限元方法分析了梨的动力学特性,提出一种新的接近实体的图像处理建模方法,建立了非对称非球形梨的几何模型,为计算梨自由振动时的固有频率和振型,分析其几何形状、材料特性和动态行为之间的相关性,为果品物理特性的进一步试验与理论研究提供依据。

关 键 词:  动力学特性  非对称非球形模型  有限元分析
修稿时间:2004-07-27

Analysis of Dynamic Behaviour of Pear with Finite Element Method
Song Huizhi,Wang Jun,CHEN Qifeng,Yan Zhiquan. Analysis of Dynamic Behaviour of Pear with Finite Element Method[J]. Transactions of the Chinese Society for Agricultural Machinery, 2005, 36(6): 61-64
Authors:Song Huizhi  Wang Jun  CHEN Qifeng  Yan Zhiquan
Affiliation:Zhejiang University
Abstract:The variation of the dynamic characteristics of a pear was investigated by using finite element simulations. The new image processing techniques has been used to obtain the unsymmetrical and un-spherical geometrical model of a pear. The dynamic behavior of this type of pear and the correlation of its behavior with geometrical characteristics and material characteristics has been investigated by using a numerical modal analysis. The results showed that the eigenfrequency increased as the pear Young's modulus increasing, while decreased as the pear density decreasing, and increased as the pear volume increasing. It provided a foundation for the further investigation of the physics characteristic of fruits and vegetable by using finite element simulations.
Keywords:Pear   Dynamical characteristic   Unsymmetrical and un-spherical model   Finite element analysis
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