期刊文献+

应用于ICF等离子体诊断系统的长焦深光学元件设计 被引量:3

Design of long focal-depth optical element for plasma diagnostic system in ICF drivers
下载PDF
导出
摘要 针对惯性约束聚变激光等离子体诊断系统的特殊需求.提出采用对数型轴锥镜来实现长焦深功能,并采用超高斯边缘匀滑、中心切趾及选择合适的器件参数等方法优化了长焦深器件的性能。模拟实验证明,为了得到满足要求的长焦深、小焦斑、小旁瓣和均匀的轴上及横向光场分布的聚焦光束,对数型轴锥镜的焦深应为3~5mm;元件中心须采用切趾,而且切趾半径应为15~60mm;元件边缘宜采用5阶超高斯匀滑。设计出焦深长达3mm、轴上光强均匀、旁瓣峰值小于中心强度的2%且横向光斑较均匀的长焦深器件,可以满足激光等离子体诊断的要求,并用菲涅耳衍射积分对该元件光场的模拟实验验证了该方法的可行性。 For the laser plasma diagnostic system in the inertial confinement fusion(ICF) drivers, the logarithmic axicon was adopted and improved by fifth-order super-Guassian edge smoothing, centre apodization and choosing suitable device parameters. The simulation experiments indicated that, to obtain a long-focal depth, small focused spot, small side lobe and homogeneous intensity focused beams in the on-axis and transverse directions, the focal depth of the logarithmic axicon should be 345 mm, the apodization radius should be 15460 mm, and the edge super-Guassian smoothing order should be 5. The long focal depth device whose focal depth was more than 3 mm, axial intensity distribution was uniform and the maximal relative intensity of the side lobe was less than 2% of the center intensity was designed, which could properly meet the diagnostic requirements of the laser plasma, and the Fresnel diffraction integral simulation experiments verified the feasibility of this method.
出处 《强激光与粒子束》 EI CAS CSCD 北大核心 2006年第8期1292-1296,共5页 High Power Laser and Particle Beams
基金 高温高密度等离子体物理国防科技重点实验室基金资助课题(51480040105ZW0804)
关键词 长焦深 轴锥镜 激光等离子体诊断 惯性约束聚变 Long focal-depth Axicom Laser plasma diagnosis Inertial confinement fusion(ICF)
  • 相关文献

参考文献20

  • 1Baker K L,Drake R P,Bauer B S,et al.Thomson scattering measurements of the Langmuir wave spectra resulting from stimulated Raman scattering[J].Phys Rev Lett,1996,77(1):67-70.
  • 2Bao N K,Chen Z Y,Chen Y S.Adjacent sequence iteration method for designing a diffractive element with function of long focal depth[J].Opt Eng,2004,43(10):2348-2352.
  • 3Flores A,Wang M R,Yang J J.Achromatic hybrid refractive-diffractive lens with extended depth of focus[J].Appl Opt,2004,43(30):5618-5630.
  • 4Gao F,Liu J L,Luo B L,et al.Long focal depth zone plate for optical coherence tomography[C]//Proc of SPIE.2005,5636:812-819.
  • 5McLeod J H.The axicon:a new type of optical element[J].J Opt Soc Am,1954,448:592-597.
  • 6陈岩松,张静娟,鲍乃铿.用串行迭代算法设计具有长焦深功能的衍射光学元件(英文)[J].光子学报,2003,32(3):267-271. 被引量:5
  • 7Yang G Z,Dong B Z,Gu B Y,et al.Gerchberg-Saxton and Yang-Gu algorithms for phase retrieval in a nonunitary transform system:a comparison[J].Appl Opt,1994,33(2):209-218.
  • 8Durnin J,Miceli J J,Eberly J H.Diffraction-free beams[J].Phy Rev Lett,1987,58(15):1499-1501.
  • 9Davidson N,Friesem A A,Hasman E.Holographic axicon:high resolution and long focal depth[J].Opt Lett,1991,16(7):523-525.
  • 10Sochachi J,Bara S,Jaroszewicz Z,et al.Phase retardation of the uniform-intensity axilens[J].Opt Lett,1992,17(1):7-9.

二级参考文献15

  • 1[1]Mcleod J H. Axicons and their uses. J Opt Soc Am,1960, 50: 166~169
  • 2[2]Pe′rez M V,Go′mez-reino C,Cuadrado J M.Diffraction pattern and zero plates produced by thin linear axicons. Opt Acta,1986, 33: 1161~1176
  • 3[3]Be′langer P A,Rioux M. Ring pattern of a lens-axicon doublet illuminated by a Gaussian beam. Appl Opt, 1978, 17: 1080~1086
  • 4[4]Rioux M,Be′langer P A.Linear, annual, and radial focusing with axicons and applications to laser machining. Appl Opt, 1978,17: 1532~1536
  • 5[5]Hausler G, Heckel W.Light sectioning with large depth and high resolution. Appl Opt,1988, 27: 5165~5169
  • 6[6]Soroko L M. Axicons and meso-optical imaging decices. in progress in optics, E. Wolf, ed.Elsevies, New York, 1989,27: 109~160
  • 7[7]Davidson N.Friesem A A,Hasman E. Holographic axicon: high resolution and long focal depth. Opt Lett,1991, 16(7): 523~525
  • 8[8]Staronski L F, Sochachi J,Bara S,et al, Phase retardation of the uniform-intensity axicon. Opt Lett, 1992, 17(1): 7~9
  • 9[9]Sochacki J, Jaroszewicz Z, Staronski L R, et al. Annular-aperture logarithmic axicon. J Opt Soc Am, 1993, A10(8): 1765~1768
  • 10[10]Jaroszewicz Z,Sochacki J,Kolodziejczyk A,et al.Apodized annular-aperture logarithmic axicon: smoothness and uniformity of intensity distributions. Opt Lett, 1993, 18(22): 1893~1895

共引文献4

同被引文献35

引证文献3

二级引证文献31

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部