Matlab辅助激光光学分析与应用(2014年 第三版).pdf 8Ow0A
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MATLAB辅助激光光学分析与应用....................................................................................................I f0lK,U@P
MATLAB辅助激光光学分析与应用...................................................................................................II 'uA$$~1
作 者:刘良清..............................................................................................................................II n*fsdo~
第一章 光的波动性和衍射............................................................................................................... 1 CpF&Vy K
1.1 MAXWELL方程组和电磁波........................................................................................................1 o8lwwM*
1.2 波动方程.......................................................................................................................................4 %
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1.3 衍射...............................................................................................................................................5 E; Z1HF
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1.3.1 小孔衍射................................................................................................................................6 27KfT]=
1.3.2 双缝衍射..............................................................................................................................14 Tn8GLn
1.4 波前畸变.....................................................................................................................................17 6*H F`@(
1.4.1 Zernike多项式......................................................................................................................17 b:}+l;e52
1.4.2 畸变光束的衍射..................................................................................................................20 ' fm}&0
1.5 光束通过光学元件的变换.........................................................................................................24 G_a//[p
1.5.1 平行光束通过透镜的聚焦..................................................................................................24 {]\!vG6
1.5.2 高斯光束通过透镜的聚焦..................................................................................................30 ^aG=vXK`b
1.5.3 自聚焦透镜..........................................................................................................................32 :.M"M$MRp8
1.6 高斯光束.....................................................................................................................................36 bfjtNF*^
1.6.1 高阶高斯光束......................................................................................................................36 GT"gB$Mh
1.6.2 高斯光束的传输变换..........................................................................................................41 y7CrH=^jc
1.6.3 高斯光束的干涉..................................................................................................................45 v'zf*]9
第二章 激光谐振腔......................................................................................................................... 60 wmr8[n&c
2.1 激光谐振腔的本征方程.............................................................................................................60 _~E&?zR2>"
2.2 无源腔的FOX-LI迭代方法.......................................................................................................60 C6C7*ks
2.3 无源腔的矩阵特征向量方法.....................................................................................................66 \hwz;V.J"
2.3.1 平行平面腔..........................................................................................................................67 %,M(-G5j;
2.3.2 双凹腔..................................................................................................................................71 77ID
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2.4 基模谐振腔.................................................................................................................................78 7o]p0iLej
2.4.1 高斯光束的ABCD定律与谐振腔.......................................................................................80 (7g1eEK%
2.4.2 基模谐振腔的稳定性..........................................................................................................91 Q@lJ|
2.4.3 基模谐振腔设计实例..........................................................................................................97 &