Matlab輔助
激光光學(xué)分析與應(yīng)用（2014年 第三版）.pdf
9 x [X< 目 錄
n8FT<pUq MATLAB輔助激光光學(xué)分析與應(yīng)用....................................................................................................I
Rkr^Z?/GH MATLAB輔助激光光學(xué)分析與應(yīng)用...................................................................................................II
s*{mT6s+T 作 者：劉良清..............................................................................................................................II
K50t%yu#T] 第一章 光的波動性和
衍射............................................................................................................... 1
c9|a$^I6 1.1 MAXWELL方程組和電磁波........................................................................................................1
)=(n/vckM 1.2 波動方程.......................................................................................................................................4
[0{wA9g 1.3 衍射...............................................................................................................................................5
`wV|q~ 1.3.1 小孔衍射................................................................................................................................6
ris;Iu^v0 1.3.2 雙縫衍射..............................................................................................................................14
;Bnr=' [ 1.4 波前畸變.....................................................................................................................................17
F(G<* lA 1.4.1 Zernike多項式......................................................................................................................17
Bb_}YU2# 1.4.2 畸變
光束的衍射..................................................................................................................20
D3]@i&^B 1.5 光束通過光學(xué)元件的變換.........................................................................................................24
|)'; CBb 1.5.1 平行光束通過
透鏡的聚焦..................................................................................................24
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