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激光辐照转动充压圆柱壳体热力学效应
引用本文:丁升,王建国,刘峰,束庆邦,王玉恒.激光辐照转动充压圆柱壳体热力学效应[J].强激光与粒子束,2006,18(11):1787-1792.
作者姓名:丁升  王建国  刘峰  束庆邦  王玉恒
作者单位:1. 西北核技术研究所, 西安 710024;2. 西安交通大学 微波与光通信研究所, 西安 710049
摘    要: 采用有限元计算方法对激光辐照下转动充压壳体的热力学问题进行了较为全面的数值计算,获得了激光辐照下转动内压圆柱壳壁上的温升、应力、应变、位移分布等物理图像,为进一步分析转动充压圆柱壳体在激光辐照下的破坏与失效奠定了基础。提出的解决数值计算中移动热流载荷问题的双时间步长法,可以有效提高计算效率,同时提高计算精度。研究结果表明:对于给定的壳体结构,其损伤阈值时间主要取决于靶面激光强度与壳体旋转频率;在辐照过程中,损伤最先出现在最初受激光辐照的区域。

关 键 词:激光辐照  热力耦合  转动壳体  屈服比  双时间步长法
文章编号:1001-4322(2006)11-1787-06
收稿时间:2006-02-10
修稿时间:2006-09-17

Thermal-mechanical effects on rotating internally pressured cylindrical shell irradiated by laser beam
DING Sheng,WANG Jian-guo,LIU Feng,SHU Qing-bang,WANG Yu-heng.Thermal-mechanical effects on rotating internally pressured cylindrical shell irradiated by laser beam[J].High Power Laser and Particle Beams,2006,18(11):1787-1792.
Authors:DING Sheng  WANG Jian-guo  LIU Feng  SHU Qing-bang  WANG Yu-heng
Institution:1. Northwest Institute of Nuclear Technology, P.O.Box 69-12, Xi’an 710024, China;2. Institute of Microwave and Optical Communication, Xi’an Jiaotong University, Xi’an 710049, China
Abstract:The thermal-mechanical effects on rotating internally pressured cylindrical shell irradiated by the laser beam have been calculated by using finite element method,and the physical parameters are obtained,such as temperature,stress,strain,and displacement of the shell wall.The double time step method,which includes one main time step and many sub time steps,is presented.This method can overcome the difficulty in the numerical calculation of the moving heat-flux loads.Some examples indicate that the double time step method can improve the calculation precision and efficiency.The numerical results show that the damage-threshold time of rotating internally pressured cylindrical shell depends closely on the rotating frequency and the power density of the laser beam,and the cracked point occurs first in the initial laser-hit region.
Keywords:Laser irradiation  Thermal-mechanical coupling  Rotating shell  Yield ratio  Double time step method
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