SYNOPSYS 光学设计软件课程二十四：带楔块误差的校验和图像误差的AI分析的公差实例

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本课程将介绍前面讨论的一些功能，并添加一些功能强大的新选项。 在这里，我们将使用BTOL来计算八片式透镜的公差，然后查看通过校验单元格中的元件来补偿楔形误差的情况下的像质统计。 最后，我们将在重新对焦镜头和校验元件之后，检查一组100个镜头的横向色差的统计数据，这些镜头受公差限制。 8(D>ws$  
这是一个MACro，它将创建公差预算：

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    FETCH X33                   ! Get out the starting lens. ,'F;s:WM,  
    BTOL 90                   ! Ask for 90% confidence level. DPi%[CRH  
    TPR ALL                   ! All surfaces are matched to testplates. [X=-x=S,  
    EXACT ALL INDEX         ! Assume melt data are received, vKDRjrF-  
    EXACT ALL VNO              ! so the index and dispersion tolerances are zero. @Wy>4B^  
    TOL WAF .18 .32 .18     ! Ask for this wavefront variance at three field points. on+ c*#  
    FOCUS REAL               ! Focus the on-axis image point z:|4S@9  
    ADJUST 14 TH 100         ! with thickness 14 (the last airspace). ) ]U-7  
    PREP MC                   ! Prepare the input for Monte-Carlo evaluation. X<_(gg  
    GO                            ! Start BTOL.

9~<HTH  
    PANT z![RC59S  
    VY  14 TH veAGUE %3  
    END ~DVAk|fc  
    AANT uE-~7Q(@  
    M   0.000000E+00 0.3333    A  2 XC  0.000 0  .1      0.000 7Cx%G/(  
    M   0.297953E-05 0.3333 SR A  2 YC  0.000 0  .1      0.000 1/3Go97/qV  
    M   0.000000E+00 0.3333    A  2 XC  0.000 0 -.1      0.000 gc7S_D~;  
    M  -0.297953E-05 0.3333 SR A  2 YC  0.000 0 -.1      0.000 ?Il$f_"B:  
    M   0.297953E-05 0.3333    A  2 XC  0.000 .1 0       0.000 @X"p"3V  
    M   0.000000E+00 0.3333 SR A  2 YC  0.000 .1 0       0.000 =g2;sM/  
    M    -0.297953E-05 0.3333    A  2 XC  0.000 -.1 0      0.000 I)]wi%  
    M   0.000000E+00 0.3333 SR A  2 YC  0.000 -.1 0      0.000 6YQ&+4  
    M  -0.177180E-02 0.3333    A  2 XC  0.000 -.64 .64   0.000 %?y
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    M   0.177180E-02 0.3333 SR A  2 YC  0.000 -.64 .64   0.000 U"A
]b(54  
    M   0.177180E-02 0.3333    A  2 XC  0.000 .64 .64    0.000 r~z-l,  
    M   0.177180E-02 0.3333 SR A  2 YC  0.000 .64 .64    0.000 E:f0NV3"1  
    M   0.177180E-02 0.3333    A  2 XC  0.000 .64 -.64   0.000 Zk)]=<H  
    M  -0.177180E-02 0.3333 SR A  2 YC  0.000 .64 -.64   0.000 Gb<)U[Hfd  
    M  -0.177180E-02 0.3333    A  2 XC  0.000 -.64 -.64  0.000 7:I` ~ @m  
    M  -0.177180E-02 0.3333 SR A  2 YC  0.000 -.64 -.64  0.000 ATv.3cy  
    M   0.000000E+00 0.6667    A  3 XC  0.000 0  0.      0.000 ( N~[sf?&  
    M   0.000000E+00 0.6667    A  3 YC  0.000 0  0.      0.000 d90B15]gv  
    M   0.000000E+00 0.6667    A  3 XC  0.000 0  .1      0.000 I`}-*%ki(  
    M   0.149918E-03 0.6667    A  3 YC  0.000 0  .1      0.000 jnYFA[Ab  
    M   0.000000E+00 0.6667    A  3 XC  0.000 0 -.1      0.000 Ix^xL+Tm  
    M  -0.149918E-03 0.6667    A  3 YC  0.000 0 -.1      0.000 s9PD[u/y  
    M   0.149918E-03 0.6667    A  3 XC  0.000 .1 0.      0.000 /,f*IdB  
    M   0.000000E+00 0.6667    A  3 YC  0.000 .1 0.      0.000 i))S%!/r~  
    M  -0.149918E-03 0.6667    A  3 XC  0.000 -.1 0      0.000 bPAp0}{Fu  
    M   0.000000E+00 0.6667    A  3 YC  0.000 -.1 0      0.000 tEf_
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    END Y{B|*[xM  
    SYNOPSYS 10 k+{-iPm{  
    MC

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    MC ITEMIZE p}hOkx4R\  
    SAMPLES 1               ! One case, please. KTD# a1W  
    LIBRARY 5               ! We saved the initial lens in library location 5. M])Y|}wv8  
=2BGS\$#  
    WORST ALL 1          ! Later we may want to see a worst case. cXFNX<  
    THSTAT UNIFORM         ! Uniform thickness statistics. KtUI(*$`  
    WEDGES RANDOM          ! Wedges have random orientation. ji="vs=y  
    TEST                    ! Let’s just look at a perturbed example. O7I:Y85i#O  
    GO                        ! Run MC.

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    MC ITEMIZE b{=2#J-  
    SAMPLES 100 ! Ask for a set of 100 lenses. (n05MwKu\  
    LIBRARY 5 yo`Jp$G  
    QUIET )C5<puh  
    WORST ALL 1 $*V:;
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    THSTAT UNIFORM a?.hvI   
    WEDGES RANDOM 2i;G3"\  
    !TEST GO

!5wm9I!5^  
    MC ITEMIZE 5e~\o}
]  
    SAMPLES 100 ^&MMtWR  
    LIBRARY 5 FN NEh  
    QUIET oJ\UF S  
    WORST ALL 1 d>*?C!xE  
    THSTAT UNIFORM V.vA~a  
    WEDGES CLOCK         ! Clock the wedge errors for each case. I$9^i#O'3  
    TEST                   ! Again make a single TEST case. Jiyt,D*wX  
    GO

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    TILT AND DECENTER DATA  d!5C$C/x  
LEFT-HANDED COORDINATES NJ^`vWi  
_______________________________________________________________________________ 1P:r=Rt/  
SURF TYPE            X            Y            Z     ALPHA      BETA     GAMMA i[/g&fx  
_______________________________________________________________________________  TILT OR DECENTER GROUP SIZE:   3 T3,"g=  
1    GROUP       0.00358     -0.00501      0.00000    0.0142    0.0000    0.0000 9"Oz-!Y4  
2    REL         0.00000      0.00000      0.00000   -0.0088    0.0000    0.0000 k3h
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3    REL         0.00000      0.00000      0.00000    0.0112    0.0000    0.0000  TILT OR DECENTER GROUP SIZE:   2 x*Y&s<  
5    GROUP      -0.00977     -0.00652      0.00000    0.0749    0.0000    0.0000
ZdJwy%  
6    REL         0.00000      0.00000      0.00000    0.0000    0.0235    0.0000 R5c Ya  
TILT OR DECENTER GROUP SIZE:   2 ,f8<s-y4Sg  
7    GROUP      -0.01686      0.02519      0.00000    0.0701    0.0000    0.0000 =T;>$&qs  
8    REL         0.00000      0.00000      0.00000    0.0000   -0.0103    0.0000  TILT OR DECENTER GROUP SIZE:   3 
tfW/Mf  
9    GROUP      -0.01049     -0.02937      0.00000    0.0000    0.0462    0.0000 m=<Tylv  
10    REL         0.00000      0.00000      0.00000    0.0000    0.0183    0.0000 CB{
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11    REL         0.00000      0.00000      0.00000   -0.0140    0.0000    0.0000  TILT OR DECENTER GROUP SIZE:   3 YjN2 ,Xi  
12    GROUP       0.00107     -0.02203      0.00000    0.0000    0.0215    0.0000 Dj}n!M`2I  
13    REL         0.00000      0.00000      0.00000   -0.0291    0.0000    0.0000 S C7Tp4  
14    REL         0.00000      0.00000      0.00000    0.0198    0.0000    0.0000   15 REL         0.00000      0.00000      0.00000    0.0000    0.0060    0.0000

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    PANT ^-?5=\`5  
    VY 14 TH
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    VY 5 GPG  ! Vary group gamma tilt on surfaces 5, 7, 9, and 12 (but not surface 1).  VY 7 GPG 2?9 FFlX  
    VY 9 GPG 2\h}6DGx2  
    VY 12 GPG c Q:.V  
    END qR^KvAEQSo  
z/6/   
    AANT xP%`QTl\  
    M 0 1 A P YA      ! Control the boresight error this way. J0CEZ  
    M 0 1 A P XA tgXIj5z  
    GSR .5 10 5 M 0 0 0 F     ! Correct over the full pupil since the lens no longer has hbRDM'  
    GNR .5 2 3 M .7 0 0 F T\ZWKx*#  
    GNR .5 1 3 M 1 0 0 F      ! bilateral symmetry. 0`.3`Mk   
m99j]wr~c  
    GNR .5 2 3 M -.7 0 0 F  ! For the same reason we also control the negative field. =67dpQ'y  
    GNR .5 1 3 M -1 0 0 F `##qf@M  
    END t)P5bQ+$u9  
    SYNOPSYS 10 wv0d"PKTS  
    MC

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    PANT :U)>um34e  
    VY 14 TH      VY 5 GPG    VY 7 GPG VY 9 GPG VY 12 GPG 8Q&.S)hrN  
    END ?O(KmDH  
    AANT ;/+VHZP;  
    M 0 1 A P YA M 0 1 A P XA  GSR .5 10 5 M 0 0 0 F GNR .5 2 3 M .7 0 0 F  GNR .5 1 3 M 1 0 0 F mi9BC9W(  
8:^`rw4a0  
    GNR .5 2 3 M -.7 0 0 F  GNR .5 1 3 M -1 0 0 F Ncr38~;w  
    END ,,1H#;j  
    SYNOPSYS 10 "8MG[$Y  
    Z1 = XA IN COLOR 1 ! Get the actual X coordinate of the chief ray in color 1.获取主光线的实际X坐标设置颜色为1。 7 j$ |fS  
    RMS 1 0 555      ! Run the RMS command, which also finds the centroid. <Wc98m  
     Z2 = FILE 4  ! This is the X-centroid location, relative to the chief ray, 这是相对于主光线的X质心位置， w{uqy]  
     Z3 = FILE 5      ! and this is the Y.这就是Y. c4QegN  
    Z4 = YA IN COLOR 1 ! Also get the actual Y coordinate. 也获得实际的Y坐标。 @i'24Q[6  
pW ]+a0j  
    Z5 = XA IN COLOR 3 ! Do the same thing in color 3.做同样的事情标记颜色为3。 2,,zN-9mt  
    RMS 3 0 555 :Awnj!KNCc  
    Z6 = FILE 4 MG ,exN @  
    Z7 = FILE 5 5sJi- ^  
    Z8 = YA IN COLOR 3 ngF5ywIG  
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    = SQRT((Z1 + Z2 - Z5 - Z6)**2 + (Z3 + Z4 - Z7 - Z8)**2)     ! The separation. 分离 BG:l Zj'I  
    Z9 = FILE 1           ! Load it into variable Z9, and tell MC 将其加载到变量Z9中，然后告诉MC (2J_Y*N~>  
    MC IZ9 "RedCen-BlueCen" ! to gather the statistics and plot Z9 with this label. 收集统计数据并用此标签绘制Z9。 k^3 ?Z2a  
    MC! Next case, please. 下一个例子