基于1stOpt求解光学玻璃折射率温度系数经验公式常量的方法
马志远, 王鹏飞, 吴志强, 吴德林, 粟勇. 基于1stOpt求解光学玻璃折射率温度系数经验公式常量的方法[J]. 光子学报, 2017, 46(6): 0616002.
MA Zhi-yuan, WANG Peng-fei, WU Zhi-qiang, WU De-lin, SU Yong. A Method for Solving the Refractive Index Temperature Coefficient Empirical Formula Constants of Optical Glasses Based on 1stOpt[J]. ACTA PHOTONICA SINICA, 2017, 46(6): 0616002.
[1] GARCIANUNEZ D S，MICHIKA D. The design of athermal infrared optical systems［C］. SPIE, 1989, 1049: 82-85.
[2] KRYSZCZYNSKI T, LESNIEWSKI M, MIKUCKI J. New approach to the method of the initial optical design based on the matrix optics［C］. SPIE, 2008, 7141: 71411X.
[3] TOMOYASU Y, SHUJI S, TAKAHIRO Z, et al. Measurement of refractive indices of 20 optical materials at low temperature［J］. Optical Engineering, 2006, 45(8): 083401.
[4] 姜中宏，张俊洲，宋修玉，等. 低热光畸变磷酸盐激光玻璃的研究—用电子计算机选择玻璃组成［J］. 硅酸盐学报，1979, 7(4): 305-314.
JIANG Zhong-hong, ZHANG Jun-zhou, SONG Xiu-yu, et al. Research on athermalized phosphate laser glass-selection of the glass composition using computer［J］. Journal of the Chinese Ceramic Society, 1979, 7(4): 305-314.
[5] 李林，王煊，环境温度对光学系统影响的研究及无热系统设计的现状与展望［J］. 光学技术，1997, 5: 26-29.
LI Lin, WANG Xuan. Current status and prospects for thermal effects on optical systems and athermalisation techniques［J］. Optical Technology, 1997, 5: 26-29.
[6] SCHOTT Technical Information TIE-19 Temperature coefficient of refractive index ［EB/OL］. (July,2016) ［2017-01-18］. http://www.us.schott.com /d/advanced_optics/f19eb160-da0e-47b2-8125-8fc1273b13ba/1.0/schott_tie-19_temperature_coefficient_of_refractive_index_us.pdf.
[7] SCHOTT Optical Glass 2016-Catalogue ［EB/OL］. (July,2016) ［2017-01-18］. http://www.us.schott.com/advanced_optics/english/download/ index.html.
[8] KOMATSU T, ITO N, HONMA T, et al. Temperature dependence of refractive index and electronic polarizability of RO-TeO2 glasses (R=Mg, Ba, Zn)［J］. Solid State Sciences, 2012, 14(10): 1419-1425.
[9] GORACHAND G. Sellmeier coefficients and dispersion of thermo-optic coefficients for some optical glasses［J］. Applied Optics, 1997, 36(7): 1540-1546.
[10] SUYOSHI H, NORIKO I, VESSELIN D, et al. Temperature dependence of refractive index and electronic polarizability of KNbGeO5 glass and its nanocrystallized glasses［J］. Journal of Applied Physics, 2009, 105: 053105.
[11] JACINTO C, MESSIAS D N, ANDRADE A A. Thermal lens and Z-scan measurements: thermal and optical properties of laser glasses - a review ［J］. Journal of Non-Crystalline Solids, 2006, 352(32-35): 3582-3597.
[12] BAESSO M L, PELISSON E, ROHLING J H, et al. Temperature dependence of thermo-optical properties of optical glasses determined by Thermal Lens Spectroscopy［J］. Analytical Sciences, 2001, 17: s106-s109.
[13] MANN K, SCHAFER B, STUBENVOLL M, et al. Measurement and compensation of wave front deformations and focal shifts in high-power laser optics［C］. SPIE. 2015, 9632: 96321D.
[14] PETRIS A, POPA C, POPA D, et al. Schlieren method for measuring the temperature coefficient of the refractive index of optical glasses［J］. Journal of Optoelectronics and Advanced Materials, 2004, 6(1): 57-62.
[15] HE Zi-long, YU Hai-xun. Data fusion based on first optimization and its comparison with the traditional algorithms［J］. International Congress on Image & Signal Processing (CISP), 2013, 3: 1432-1436.
[16] GB/T 7962.4-2010 无色光学玻璃测试方法 第4部分: 折射率温度系数［S］.
GB/T 7962.4-2010 Test methods of colorless optical glass-Part 4: Temperature coefficient of refractive index［S］.
马志远, 王鹏飞, 吴志强, 吴德林, 粟勇. 基于1stOpt求解光学玻璃折射率温度系数经验公式常量的方法[J]. 光子学报, 2017, 46(6): 0616002. MA Zhi-yuan, WANG Peng-fei, WU Zhi-qiang, WU De-lin, SU Yong. A Method for Solving the Refractive Index Temperature Coefficient Empirical Formula Constants of Optical Glasses Based on 1stOpt[J]. ACTA PHOTONICA SINICA, 2017, 46(6): 0616002.
PDF全文
