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贮箱轻量化设计几何参数优化方法 被引量:3

Geometric Parameters Optimization for Tank Lightweight Design
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摘要 为有效减轻推进剂贮箱质量、提高液体火箭的有效载荷运载能力,提出一种推进剂贮箱几何参数优化方法。在建立椭球底圆柱贮箱模型的基础上,应用材料力学理论对贮箱结构进行应力分析,推导出了贮箱椭球下底、圆柱筒及椭球上底经向应力与环向应力的解析式。在保证贮箱应力强度可靠性的前提下,结合贮箱应力分布特征与材料强度理论定义贮箱最大等效应力,并据此确定贮箱设计所需壁厚参数。根据推进剂贮箱设计需求,确定贮箱质量与贮箱设计参数间的约束关系,以贮箱质量最小化为优化目标,对贮箱半径与椭球模数进行优化设计。以某型火箭贮箱的设计参数为例,将优化后贮箱的质量与原始质量进行了对比分析,结果表明:当半径不变、椭球模数减小0.02时,贮箱质量减小5.7 kg;当椭球模数不变、半径增加0.02 m时,贮箱质量减小15.2 kg。 To effectively reduce the mass of propellant tank and improve the payload carrying capacity of liquid rocket,an optimal method for the geometric parameters of propellant tank is proposed.Establishing the ellipsoid cylinder tank model and following theory of material mechanics,the stress of tank structure is analyzed,and the formulas of the meridional stress and hoop stress of tank bottom,cylinder and roof are derived.On the premise of ensuring the reliability of tank stress intensity,the maximum equivalent stress of tank is defined according to the stress distribution characteristics of tank and material strength criterion,and then the wall thickness parameters required for the tank design are determined.Obeying the design requirements of the propellant tank,the constraint relation between the tank mass and the design parameters are determined,and the tank radius and ellipsoid norm are optimally designed with the optimal objective to minimize the tank mass.Taking the design parameters of a rocket tank as an example,the mass of optimized tank and the original mass are comparatively analyzed.It is revealed that when the radius is unchanged and the ellipsoid norm is lowered by 0.02,the tank mass is then reduced by 5.7 kg;when the ellipsoid norm is unchanged and the radius increases 0.02 m,the tank mass is then reduced by 15.2 kg.
作者 辛腾达 王华 崔村燕 赵继广 韩向阳 XIN Tengda;WANG Hua;CUI Cunyan;ZHAO Jiguang;HAN Xiangyang(Graduate School,Space Engineering University,Beijing 101416,China;Space Engineering University,Beijing 101416,China;Department of Electronicand Optical Engineering,Space Engineering University,Beijing 101416,China)
出处 《西安交通大学学报》 EI CAS CSCD 北大核心 2019年第7期153-159,共7页 Journal of Xi'an Jiaotong University
基金 装备发展部资助项目(2016SY41A0007)
关键词 推进剂贮箱 应力分析 贮箱半径 椭球模数 优化设计 propellant tank stress analysis tank radius ellipsoid norm optimal design
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  • 1[1]Hans A E,Niels O.Topology optimization of continuum structures:A review[J].Appl Mech Rev,2001,54(4):332
  • 2[11]ANSYS,Inc.ANSYS Element Reference 9.0[M].USA,2005
  • 3瓦拉布赫,科列斯尼科夫.火箭结构力学[M].北京:国防工业出版社,1982.
  • 4黄启珍.导弹结构.材料.强度(上)[M].北京:宇航出版社,1996:9-11;179-190.
  • 5Navin Jaunky, Norman F Knight. Optimal design of general stiffened composite circu)ar cylinders for global buckling with strength constraints [C]. AIAA-97-1402, 1997.
  • 6Goldfeld Y. Buckling and initial post-buckling of generally stiffened conical shells [C]. AIAA-2006-2275, 2006.
  • 7Jan de Vries. Analysis of localized buckling ofcylindrical shell using a hierarchical approach [C]. AIAA-2006-2274, 2006.
  • 8Jan de Vries. Localized buckling of imperfect cylindrical shell, a modified FEM approach [C]. AIAA-2007-2226, 2007.
  • 9David Bushnell. Optimization of an axially compressed ring and stringer stiffened cylindrical shell with a general buckling modal imperfection [C]. AIAA-2007-2216, 2007.
  • 10Vicente G6mez-Molinero. A review of the spacesystem structures evolution and future challenges [C]. AIAA 57th International Astronautical Congress, IAC-06-C2.1.01.

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