[ 1] BahaeM S, Said A A, W e i T H, et a .l Sens itive m easurem ent o f optica l non linear ities using a s ing le beam [ J]. IEEE J
Quantum E lectron, 1990, 26( 4) : 760-769.
[ 2] Gu B, W angH T. Theo retica l study o f sa turab leKerr nonlinearity using top-hat beam Z-scan techn ique [ J]. Opt Commun,
2006, 263( 2): 322-327.
[ 3] X ia T, H agan D J, She ik-BahaeM, e t a.l E clipsing Z-scan m easurem ent o fK/104 w ave-front disto rtion [ J]. Opt Lett,
1994, 19( 5): 317-319.
[ 4] T ian J G, ZangW P, Zhang G Y. Two m od ified Z-scan m e thods for determ ination of non linear-optica l index w ith enhanced
sens itiv ity [ J]. Opt Comm un, 1994, 107( 5 /6): 415-419.
[ 5] H ughes S, Burzle r JM. Theory o f Z- scan m easurem ents using Gaussian-Besse l beam s [ J]. Phy s Rev A, 1997, 56 ( 2):
1 103-1 106.
[ 6] ZhaoW, Pa lffy-M uhoray P. Z-scan technique using top-hat beam s [ J]. Appl Phys Lett, 1993, 63( 12): 1 613-1 615.
[ 7] 顾得门. 傅里叶光学导论[M ]. 詹达三, 董经武, 顾本源译. 北京: 科学出版社, 1979.
[ 8] Hughes S, Burzle r JM, Spruce G, et a .l Fast Fourier transform techniques for effic ient simu la tion of Z-scan m easurem ents
[ J] . J Op t Soc Am B, 1995, 12( 10): 1 888-1 893.