|
[1] 武旭华,陈磊,王磊. Φ300 mm干涉仪参考镜的设计及测试[J]. 光学 精密工程 ,2007,15(8):1235-1240. WU X H,CHEN L,WANG L. Design and test of reference mirror in Φ300 mm interferometer [J]. Opt. Precision Eng.,2007,15(8):1235-1240.(in Chinese)
[2] 张德江,刘立人,徐荣伟,等. 透镜自重变形引起波像差的有限元分析[J]. 光学学报 ,2005,25(4):538-541. ZHANG D J,LIU L R,XU R W,et al.. Finite element analysis for wavefront error of lenses induced by gravity[J]. Acta Opt. Sinca,2005,25(4):538-541.(in Chinese)
[3] 谭凡教,乔彦峰,李耀斌,等. 光电经纬仪主镜系统自重变形的有限元分析[J]. 光学仪器 ,2007,29(6):65-68. TAN F J,QIAO Y F,LI Y B,et al.. FEM mechanical analysis for primary mirror self-weight deformation of photo-electronic theodolite[J]. Opt. Instruments,2007,29(6):65-68.(in Chinese)
[4] 雷江,蒋世磊,程刚. 高精度光刻物镜的变形研究[J]. 光电工程 ,2005,32(2):12-14. LEI J,JIANG SH L,CHENG G. Deformation of high-accuracy photolithographic objective lens[J]. Opto-Electronic Eng.,2005,32(2):12-14.(in Chinese)
[5] 李福,阮萍,赵葆常. 重力作用下平面反射镜变形研究[J]. 光子学报 ,2005,34(2):272-275. LI F,RUAN P,ZHAO B CH. Study on the surface deformation of flat reflector under gravity load[J]. Acta Photonica Sinica,2005,34(2):272-275.(in Chinese)
[6] IRIE S,WATANABE T,KINOSHITA H,et al.. Development for the alignment procedure of three-aspherical-mirror optics[J]. SPIE,2000,3997:807-813.
[7] 江五贵,扶名福. 中厚板壳非线性理论的研究进展[J]. 南昌大学学报( 工科版) ,2000,22(1):10-16. JIANG W G,FU M F. Advances in the research of nonlinear theory of moderately thick shells[J]. J. Nanchang University(Engineering & Technology),2000,22(1):10-16.(in Chinese)
[8] 孙天祥,杨力,吴永前,等. 基于弹性力学的应力加工方法有限元分析[J]. 强激光与粒子束 ,2010,22(2):361-364. SUN T X,YANG L,WU Y Q,et al.. Finite element analysis of stressed mirror polishing based on elasticity mechanics[J]. High Power Laser and Particle Beams,2010,22(2):361-364.(in Chinese)
[9] 李婧. 变厚度圆板轴对称非线性分析 . 天津:天津大学 ,2004. LI J. Nonlinear analysis of spherical shells with arbitrarily variable thickness . Tianjin:Tianjin University,2004.(in Chinese)
[10] 周慎杰,王旭东. 中厚扁球壳弯曲问题的一般解[J]. 福州大学学报(自然科学版) ,1994,22(4):30-35. ZHOU SH J,WANG X D. The regular solution to the bending problem of moderate thick shallow spherical shells[J]. J. Fuzhou University(Natural Science),1994,22(4):30-35.(in Chinese)
[11] 蔡长安. 周边固支厚圆板受中心集中力弯曲的BESSEL级数解法[J]. 贵州工业大学学报(自然科学版 ),2000,29(3):5-9. CHAI CH A. Bessel series method for bending problem of a thick circular plate with fixed edges loaded by a centric concentrated force[J]. J. Guizhou University Technol.(Natural Science Edition),2000,29(3):5-9.(in Chinese)
[12] 包世华,张铜生. 扁球壳在集中荷载作用下位移和内力的计算公式和数值表[J]. 工程力学 ,1994,11(2):51-58. BAO SH H,ZHANG T SH. Calculating formulas and numerical tables for deflection and stress resultants of shallow spherical shell under concentrated loads[J]. Eng. Mechanics,1994,11(2):51-58.(in Chinese)
[13] 王林祥,武际可. 集中载荷作用下弹性球壳大范围非线性问题[J]. 力学学报 ,1997,29(2):232-235. WANG L X,WU J K. Large-scale nonlinear problem of elastic spherical shells subjected to concentrated load [J]. Acta Mechanica Sinica,1997,29(2):232-235.(in Chinese)
[14] YODER Jr P R. Opto-Mechanical Systems Design[M]. 3rd ed. Bellingham:SPIE PRESS,2006.
[15] DOYLE K B,HOFFMAN J M,GENBERG V L,et al.. Stress birefringence modeling for lens design and photonics . International Optical Design Conference,Tucson,Arizona,June 3,2002.
[16] DOYLE K B,GENBERG V L,MICHELS G J. Numerical methods to compute optical errors due to stress birefringence[J]. SPIE,2002,4769:34-42.
|
下载:
