Topology optimization in lightweight design of a 3D-printed flapping-wing micro aerial vehicle

来源 :中国航空学报(英文版) | 被引量 : 0次 | 上传用户:zyh20070901
下载到本地 , 更方便阅读
声明 : 本文档内容版权归属内容提供方 , 如果您对本文有版权争议 , 可与客服联系进行内容授权或下架
论文部分内容阅读
Topology optimization is an effective method to obtain a lightweight structure that meets the requirements of structural strength. Whether the optimization results meet the actual needs mainly depends on the accuracy of the material properties and the boundary conditions, espe-cially for a tiny Flapping-wing Micro Aerial Vehicle (FMAV) transmission system manufactured by 3D printing. In this paper, experimental and numerical computation efforts were undertaken to gain a reliable topology optimization method for the bottom of the transmission system. First, the constitutive behavior of the ultraviolet (UV) curable resin used in fabrication was evaluated. Second, a numerical computation model describing further verified via experiments. Topology opti-mization modeling considering nonlinear factors, e.g. contact, friction and collision, was presented, and the optimization results were verified by both dynamic simulation and experiments. Finally, detailed discussions on different load cases and constraints were presented to clarify their effect on the optimization. Our methods and results presented in this paper may shed light on the light-weight design of a FMAV.
其他文献
  枯倍散是外科常用方剂,由枯矾和五倍子两味药组成。其作用是收敛消肿。临床上常通过外治的方治疗痔疮、小儿原发性和继发性睾丸鞘膜积液、精索鞘膜积液、交通性鞘膜积液等
  甲状腺疾病是内分泌系统常见病,常与糖尿病合并出现,并可影响血糖调控。糖尿病合并甲状腺疾病,往往以阴亏燥热为本,气、火、痰、瘀凝结为标。消瘰丸具有清火滋阴,化痰散结之功
【摘 要】本文初步探索了数学建模思想在小学数学教学中实现的方法,并以一个实际问题的解决为例,阐述了如何运用较合理教学法培养小学生的数学建模能力,并给出了“五步教学法”的概念。  【关键词】小学数学;数学建模;方法;五步教学法  自新的课程改革实施以来,小学数学新课程标准在第二学段(4~6年级)“数与代数”部分,逐渐用“解决问题”取代了“解应用题”,并叙述为:教学时,应通过解决实际问题进一步培养学生
  仝小林教授以“证-症-病相结合”,对厚朴三物汤的运用有自己独到的经验,他认为厚朴三物汤临床辨证要点:以腹胀为主,或伴有腹痛、恶心、呕吐,便秘甚则大便不通,苔厚或腻。其病机
一、引言rn商业性短信息是指用于介绍、推销商品、服务或者商业投资机会的短信息.与传统的广告营销相比,通过短信息形式对商品或者服务进行宣传,具有低成本、高收益、便捷性
期刊
  黄连为治疗糖尿病的常用药物,笔者临床善用以黄连为主药的经方辨治糖尿病,临床根据糖尿病的不同时期、不同病机辨证选用大黄黄连泻心汤、葛根芩连汤、小陷胸汤、半夏泻心汤
会议
  大乌头煎出自《金匮要略·腹满寒疝宿食病》,中国中医科学院仝小林教授善用经方,活用经方,以经方之理与经方之法为基础,在临床上不断总结,形成了临床扩大经方应用的新思路,即病