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预连接工艺对壁板动态特性的影响分析

Influence of pre-joining scheme on panel dynamic characteristic
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摘要 针对预连接对壁板动态性能影响的问题,提出描述壁板预装配后动态性能的刚度评价指标.为了确定预连接分布,将预连接结构等效为多自由度的弹簧-质量系统,建立壁板预连接分布优化模型并提取相应刚度信息,以刚度指标最大为优化目标,应用遗传算法进行求解计算.构建蒙皮-长桁的壁板仿真模型,将不同预连接分布映射至壁板仿真模型上,利用低阶固有频率的变化验证以刚度为指标的优化方法的正确性.设计壁板动态特性测试实验,与不同预连接分布下提取的仿真频率进行比较,证明了壁板仿真模型的有效性.通过仿真与实验,表明刚度指标的有效性,为进一步研究预连接分布对壁板加工性能影响研究奠定基础. The stiffness evaluation index for the dynamic performance of the pre-assembled panel was proposed aiming at the influence of the pre-joining on panel dynamic characteristic.The pre-joined structure was equivalent to a multiple degrees of freedom spring-mass system.In order to determine the pre-joining schemes,taking the maximum stiffness index as the optimization goal,apre-joining scheme optimization model was presented and solved by the genetic algorithm.Subsequently,a simulation model of a skin-stringer panel with different pre-joining schemes and their corresponding stiffness information were constructed;the low natural frequencies were analyzed to verify the rationality of the proposed index.An experiment of panel dynamic characteristic was designedto compare the simulation frequencies obtained from different pre-joining schemes,which indicated the effectiveness of the simulation model of panel.The simulation and experiment prove the validity of the stiffness index,which lay a foundation for further study on the effect of pre-joining schemes on panel machining properties.
出处 《浙江大学学报(工学版)》 EI CAS CSCD 北大核心 2017年第2期336-343,共8页 Journal of Zhejiang University:Engineering Science
基金 国家自然科学基金资助项目(51305395)
关键词 组装壁板 预连接分布 预连接模型 刚度指标 assembled panel pre-joining scheme pre-joining model stiffness index
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  • 1吴玉光,张坤明.孔系组合夹具夹紧方案自动规划方法[J].计算机集成制造系统,2006,12(1):100-104. 被引量:3
  • 2秦国华,吴竹溪,张卫红.薄壁件的装夹变形机理分析与控制技术[J].机械工程学报,2007,43(4):211-216. 被引量:63
  • 3Ratchev S, Liu S, Huang W, et al. An advanced FEA based force induced error compensation strategy in milling [ J]. International Journal of Machine Tools and Manufacture ,2006,46:542 -551.
  • 4Deng H Y Melkote, Shreyes N. Determination of minimum Clam-ping forces for dynamically stable fixturing[ J]. International Jour-nal of Machine Tools and Manufacture, 2006,46 ( 7 -8 ) : 847 -857.
  • 5Necmettin, Kaya. Machining fixture locating and clamping Posi-tion optimization using genetic algorithms [ J]. Computers In In-dustry,2006,57 (2) : 112 -120.
  • 6Wang Y, Xie J, Gindy N. A parametric FEA system for fixturing of thin-walled cylindrical components [ J ]. Journal of Materials Processing Technology,2008,205 : 338 -346.
  • 7NEE A Y C, WHYBREW K, SENTHIL K A. Advanced fixture design for FMS[M]. London: Springer-Verlag London Limited, 1995.
  • 8WU N H, CHAN K C, LEONG S S. Static interactions of surface contacts in a fixture-workpiece system[J]. Internal Journal of Computer Applications in Technology, 1997,10(3/4): 133-151.
  • 9MENASSA R J, DEVRIES W R. Opimization methods applied to selecting support positions in fixture design[J].Transactions of the ASME Journal of Engineering for Industry, 1991, 113: 412-418.
  • 10KASHYAP S, DEVRIES W R. Finite element analysis and optimization in fLxture design[J]. Structural Optimization, 1999, 18: 193-201.

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