公司新聞 - 南京澤尼克激光技術有限公司 - ZERNIKE 澤尼克
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2023-07-03T12:26:28+00:00
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CAXCAD 2021年4月26日功能更新
2021-04-26T21:00:28+00:00
2021-04-26T21:00:28+00:00
http://www.soubey.com/company-news-cn/329-caxcad-update-2021-04-26.html
Weixing Zhao
<p>CAXCAD 2021年4月26日發布如下更新,正式版本將稍后發布。</p>
<ul>
<li>更新Wavefront 波前算法,提升速度,并支持Surface Plot及 Surface Color</li>
<li>更新Vignetting 算法,速度更快,并且可以與Ray Aiming同時使用。</li>
<li>更新Ray Aiming 采用Aiming 視場緩存技術,光線無需迭代,速度更快</li>
<li>更新2D 顯示,更新3D 顯示支持空間三維旋轉, 更新3D顯示多重結構</li>
<li>各種分析功能支持顏色權重</li>
<li>更新坐標斷點面型的計算,支持離軸的面型孔徑SDIA的計算</li>
<li>更新WFNO,支持離軸的計算</li>
<li>更新PSF算法,新增多光譜算法,</li>
<li>PSF 彩色圖增加了顏色對比條及數據</li>
<li>增加PSF 的Surface Plot顯示,Surface Color</li>
<li>新增FFT PSF核心操作數:斯特列爾比 MF-STRH ,優化速度更快</li>
<li>更新FFT MTF,支持全波段,全波長的MTF計算。</li>
<li>公差分析的核心操作數已經完成</li>
</ul>
<p>3D LAYOUT 支持旋轉</p>
<p><img src="http://www.soubey.com/images/products/softwave/2021042701.png" alt="3D LAYOUT 支持旋轉" width="901" height="357" /></p>
<p>3D LAYOUT 下的坐標斷點:五反系統</p>
<p><img src="http://www.soubey.com/images/products/softwave/2021042702.png" alt="3D LAYOUT 下的坐標斷點:五反系統" width="901" height="361" /></p>
<p>3D LAYOUT 多重結構</p>
<p><img src="http://www.soubey.com/images/products/softwave/2021042703.png" alt="3D LAYOUT 多重結構" width="900" height="352" /></p>
<hr title="波前圖PSF" class="system-pagebreak" />
<p>Wavefront Map</p>
<p><img src="http://www.soubey.com/images/products/softwave/2021042704.png" alt="波前圖PSF" width="700" height="550" /></p>
<p>Wavefront Map 等高彩色</p>
<p><img src="http://www.soubey.com/images/products/softwave/2021042705.png" alt="Wavefront Map 等高彩色" width="701" height="557" /></p>
<p>PSF Surface Plot 支持直接顯示 STREHL</p>
<p><img src="http://www.soubey.com/images/products/softwave/2021042706.png" alt="PSF Surface Plot " width="700" height="556" /></p>
<p>PSF 彩色Surface Plot</p>
<p><img src="http://www.soubey.com/images/products/softwave/2021042707.png" alt="PSF 彩色Surface Plot" width="700" height="558" /></p>
<p>PSF 偽彩圖采用多色進度顯示</p>
<p><img src="http://www.soubey.com/images/products/softwave/2021042708.png" alt="PSF 偽彩圖采用多色進度顯示" width="700" height="561" /></p>
<hr title="Aiming、MTF" class="system-pagebreak" />
<p>采用Aiming 視場緩存技術</p>
<p><img style="float: left;" src="http://www.soubey.com/images/products/softwave/2021042710.png" alt="Aiming 視場緩存技術" width="559" height="443" /></p>
<p>?<img style="float: left;" src="http://www.soubey.com/images/products/softwave/2021042711.png" alt="Aiming 視場緩存技術" width="559" height="446" /></p>
<p>?</p>
<p><img src="http://www.soubey.com/images/products/softwave/2021042709.png" alt="" /></p>
<p>MTF 新增全視場 全波段</p>
<p><img src="http://www.soubey.com/images/products/softwave/2021042712.png" alt="MTF 新增全視場 全波段" width="899" height="698" /></p>
<p>更多信息,敬請關注</p>
<p><img src="http://www.soubey.com/images/products/softwave/qrcode_for_caxcad.jpg" alt="" /></p>
<p>CAXCAD 2021年4月26日發布如下更新,正式版本將稍后發布。</p>
<ul>
<li>更新Wavefront 波前算法,提升速度,并支持Surface Plot及 Surface Color</li>
<li>更新Vignetting 算法,速度更快,并且可以與Ray Aiming同時使用。</li>
<li>更新Ray Aiming 采用Aiming 視場緩存技術,光線無需迭代,速度更快</li>
<li>更新2D 顯示,更新3D 顯示支持空間三維旋轉, 更新3D顯示多重結構</li>
<li>各種分析功能支持顏色權重</li>
<li>更新坐標斷點面型的計算,支持離軸的面型孔徑SDIA的計算</li>
<li>更新WFNO,支持離軸的計算</li>
<li>更新PSF算法,新增多光譜算法,</li>
<li>PSF 彩色圖增加了顏色對比條及數據</li>
<li>增加PSF 的Surface Plot顯示,Surface Color</li>
<li>新增FFT PSF核心操作數:斯特列爾比 MF-STRH ,優化速度更快</li>
<li>更新FFT MTF,支持全波段,全波長的MTF計算。</li>
<li>公差分析的核心操作數已經完成</li>
</ul>
<p>3D LAYOUT 支持旋轉</p>
<p><img src="http://www.soubey.com/images/products/softwave/2021042701.png" alt="3D LAYOUT 支持旋轉" width="901" height="357" /></p>
<p>3D LAYOUT 下的坐標斷點:五反系統</p>
<p><img src="http://www.soubey.com/images/products/softwave/2021042702.png" alt="3D LAYOUT 下的坐標斷點:五反系統" width="901" height="361" /></p>
<p>3D LAYOUT 多重結構</p>
<p><img src="http://www.soubey.com/images/products/softwave/2021042703.png" alt="3D LAYOUT 多重結構" width="900" height="352" /></p>
<hr title="波前圖PSF" class="system-pagebreak" />
<p>Wavefront Map</p>
<p><img src="http://www.soubey.com/images/products/softwave/2021042704.png" alt="波前圖PSF" width="700" height="550" /></p>
<p>Wavefront Map 等高彩色</p>
<p><img src="http://www.soubey.com/images/products/softwave/2021042705.png" alt="Wavefront Map 等高彩色" width="701" height="557" /></p>
<p>PSF Surface Plot 支持直接顯示 STREHL</p>
<p><img src="http://www.soubey.com/images/products/softwave/2021042706.png" alt="PSF Surface Plot " width="700" height="556" /></p>
<p>PSF 彩色Surface Plot</p>
<p><img src="http://www.soubey.com/images/products/softwave/2021042707.png" alt="PSF 彩色Surface Plot" width="700" height="558" /></p>
<p>PSF 偽彩圖采用多色進度顯示</p>
<p><img src="http://www.soubey.com/images/products/softwave/2021042708.png" alt="PSF 偽彩圖采用多色進度顯示" width="700" height="561" /></p>
<hr title="Aiming、MTF" class="system-pagebreak" />
<p>采用Aiming 視場緩存技術</p>
<p><img style="float: left;" src="http://www.soubey.com/images/products/softwave/2021042710.png" alt="Aiming 視場緩存技術" width="559" height="443" /></p>
<p>?<img style="float: left;" src="http://www.soubey.com/images/products/softwave/2021042711.png" alt="Aiming 視場緩存技術" width="559" height="446" /></p>
<p>?</p>
<p><img src="http://www.soubey.com/images/products/softwave/2021042709.png" alt="" /></p>
<p>MTF 新增全視場 全波段</p>
<p><img src="http://www.soubey.com/images/products/softwave/2021042712.png" alt="MTF 新增全視場 全波段" width="899" height="698" /></p>
<p>更多信息,敬請關注</p>
<p><img src="http://www.soubey.com/images/products/softwave/qrcode_for_caxcad.jpg" alt="" /></p>
CAXCAD 全新的護眼界面及功能更新
2021-05-05T17:40:50+00:00
2021-05-05T17:40:50+00:00
http://www.soubey.com/company-news-cn/332-caxcad-update-2021-04-30.html
Weixing Zhao
<ul>
<li>軟件內核新增Zernike曲面擬合功能</li>
<li>FFT MTF 計算全部完成</li>
<li>新增MF-MTFA? MF-MTFS ?MF-MTFT 三個優化操作數,支持直接的MTF優化</li>
<li>軟件界面更新為護眼模式的顏色,墨綠色按鈕和默認淺黃色的LDE玻璃行背景</li>
<li>軟件按鈕增加功能提示信息</li>
<li>增加底部狀態欄,可以直接顯示EFFL EPDIENPP EXPD EXPP PMAG PWNO TOTR</li>
</ul>
<p>CAXCAD 全新的護眼界面</p>
<p><img src="http://www.soubey.com/images/products/interface.png" alt="" width="923" height="499" /><img src="http://www.soubey.com/images/products/softwave/interface.png" alt="" /></p>
<p>完善的FFT MTF</p>
<p><img src="http://www.soubey.com/images/products/softwave/FFT_MTF.png" alt="" /></p>
<p><img src="http://www.soubey.com/images/products/softwave/interface_02.png" alt="" /></p>
<p><img src="http://www.soubey.com/images/products/softwave/interface_03.png" alt="" /></p>
<p><img src="http://www.soubey.com/images/products/softwave/interface_04.png" alt="" /></p>
<p>?</p>
<p>更多信息,請關注CAXCAD公眾號。</p>
<p><img src="http://www.soubey.com/images/qrcode_for_caxcad.jpg" alt="" /></p>
<ul>
<li>軟件內核新增Zernike曲面擬合功能</li>
<li>FFT MTF 計算全部完成</li>
<li>新增MF-MTFA? MF-MTFS ?MF-MTFT 三個優化操作數,支持直接的MTF優化</li>
<li>軟件界面更新為護眼模式的顏色,墨綠色按鈕和默認淺黃色的LDE玻璃行背景</li>
<li>軟件按鈕增加功能提示信息</li>
<li>增加底部狀態欄,可以直接顯示EFFL EPDIENPP EXPD EXPP PMAG PWNO TOTR</li>
</ul>
<p>CAXCAD 全新的護眼界面</p>
<p><img src="http://www.soubey.com/images/products/interface.png" alt="" width="923" height="499" /><img src="http://www.soubey.com/images/products/softwave/interface.png" alt="" /></p>
<p>完善的FFT MTF</p>
<p><img src="http://www.soubey.com/images/products/softwave/FFT_MTF.png" alt="" /></p>
<p><img src="http://www.soubey.com/images/products/softwave/interface_02.png" alt="" /></p>
<p><img src="http://www.soubey.com/images/products/softwave/interface_03.png" alt="" /></p>
<p><img src="http://www.soubey.com/images/products/softwave/interface_04.png" alt="" /></p>
<p>?</p>
<p>更多信息,請關注CAXCAD公眾號。</p>
<p><img src="http://www.soubey.com/images/qrcode_for_caxcad.jpg" alt="" /></p>
CAXCAD 分析功能重點更新20210517
2021-05-16T18:15:35+00:00
2021-05-16T18:15:35+00:00
http://www.soubey.com/company-news-cn/340-caxcad-update-2021-05-17.html
Weixing Zhao
<p>?</p>
<p>過去的一周<span lang="EN-US">CAXCAD </span>在分析功能上重點進行了升級更新:</p>
<ul type="disc">
<li>場曲畸變<span lang="EN-US"> Field Curv and Distortion</span>,新增操作數<span lang="EN-US"> MF-FCUR MF-DISC</span></li>
<li>相對照度<span lang="EN-US"> Relative illumination </span>增加操作數<span lang="EN-US"> MF-RELI</span></li>
<li>垂軸色差<span lang="EN-US"> Lateral Color</span></li>
<li>軸向色差<span lang="EN-US"> Chromatic Focus Shift</span></li>
<li>色散圖<span lang="EN-US"> Dispersion Diagram</span>,提升折射率計算速度</li>
<li>玻璃圖<span lang="EN-US"> Glass Map</span></li>
<li>玻璃庫<span lang="EN-US">?CDGM</span>已更新到最新版本</li>
</ul>
<p>場曲畸變<span lang="EN-US"> Field Curv and Distortion</span></p>
<p><span lang="EN-US"><img src="http://www.soubey.com/images/products/softwave/Field_curv_and_distortion_01.png" alt="" /></span></p>
<p>相對照度<span lang="EN-US"> Relative illumination </span>增加對應評價函數操作數<span lang="EN-US"> MF-RELI</span></p>
<p><span lang="EN-US"><span lang="EN-US">CAXCAD</span>采用快速計算算法,相對照度大約是普通光學軟件計算速度的<span lang="EN-US">20</span>倍<span lang="EN-US">.</span></span></p>
<p><span lang="EN-US"><img src="http://www.soubey.com/images/products/softwave/Relative_illumination_01.png" alt="" /></span></p>
<p>?垂軸色差<span lang="EN-US"> Lateral Color</span></p>
<p><img src="http://www.soubey.com/images/products/softwave/Lateral_Color_01.png" alt="" /></p>
<p>軸向色差<span lang="EN-US"> Chromatic Focus Shift</span></p>
<p><span lang="EN-US"><img src="http://www.soubey.com/images/products/softwave/Chromatic_focus_shift_01.png" alt="" /></span></p>
<p>色散圖<span lang="EN-US"> Dispersion Diagram?</span><!-- [if mso & !supportInlineShapes & supportFields]><span
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<p><span lang="EN-US"><img src="http://www.soubey.com/images/products/softwave/WeChat_Image_20210517100949.jpg" alt="" /></span></p>
<p align="left">針對最新的<span lang="EN-US">CDGM H-K9L</span>和<span lang="EN-US">SCHOTT BK7</span>玻璃的比對可以發現,在可見光波段兩種玻璃幾乎沒有差別。</p>
<p align="left"><img src="http://www.soubey.com/images/products/softwave/WeChat_Image_20210517101006.png" alt="" /></p>
<p align="left">但是在<span lang="EN-US">1um</span>以上的近紅外波段,差別很明顯。這與在實際使用中,玻璃的替代的分析一致,對設計者的決策起到關鍵的作用。</p>
<p align="left"><img src="http://www.soubey.com/images/products/softwave/WeChat_Image_20210517101013.png" alt="" /></p>
<p>玻璃圖<span lang="EN-US"> Glass Map</span></p>
<p><span lang="EN-US"><img src="http://www.soubey.com/images/products/softwave/Glass_Map_01.png" alt="" /></span></p>
<p><span lang="EN-US">CAXCAD</span>的玻璃圖支持指定玻璃狀態和重點玻璃</p>
<p><img src="http://www.soubey.com/images/products/softwave/WeChat_Image_20210517101021.png" alt="" /></p>
<p><span lang="EN-US">?</span></p>
<p>更多信息請及時關注<span lang="EN-US">CAXCAD</span>公眾號</p>
<p>?<img src="http://www.soubey.com/images/qrcode_for_caxcad.jpg" alt="" /></p>
<p>?</p>
<p>?</p>
<p>過去的一周<span lang="EN-US">CAXCAD </span>在分析功能上重點進行了升級更新:</p>
<ul type="disc">
<li>場曲畸變<span lang="EN-US"> Field Curv and Distortion</span>,新增操作數<span lang="EN-US"> MF-FCUR MF-DISC</span></li>
<li>相對照度<span lang="EN-US"> Relative illumination </span>增加操作數<span lang="EN-US"> MF-RELI</span></li>
<li>垂軸色差<span lang="EN-US"> Lateral Color</span></li>
<li>軸向色差<span lang="EN-US"> Chromatic Focus Shift</span></li>
<li>色散圖<span lang="EN-US"> Dispersion Diagram</span>,提升折射率計算速度</li>
<li>玻璃圖<span lang="EN-US"> Glass Map</span></li>
<li>玻璃庫<span lang="EN-US">?CDGM</span>已更新到最新版本</li>
</ul>
<p>場曲畸變<span lang="EN-US"> Field Curv and Distortion</span></p>
<p><span lang="EN-US"><img src="http://www.soubey.com/images/products/softwave/Field_curv_and_distortion_01.png" alt="" /></span></p>
<p>相對照度<span lang="EN-US"> Relative illumination </span>增加對應評價函數操作數<span lang="EN-US"> MF-RELI</span></p>
<p><span lang="EN-US"><span lang="EN-US">CAXCAD</span>采用快速計算算法,相對照度大約是普通光學軟件計算速度的<span lang="EN-US">20</span>倍<span lang="EN-US">.</span></span></p>
<p><span lang="EN-US"><img src="http://www.soubey.com/images/products/softwave/Relative_illumination_01.png" alt="" /></span></p>
<p>?垂軸色差<span lang="EN-US"> Lateral Color</span></p>
<p><img src="http://www.soubey.com/images/products/softwave/Lateral_Color_01.png" alt="" /></p>
<p>軸向色差<span lang="EN-US"> Chromatic Focus Shift</span></p>
<p><span lang="EN-US"><img src="http://www.soubey.com/images/products/softwave/Chromatic_focus_shift_01.png" alt="" /></span></p>
<p>色散圖<span lang="EN-US"> Dispersion Diagram?</span><!-- [if mso & !supportInlineShapes & supportFields]><span
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<p><span lang="EN-US"><img src="http://www.soubey.com/images/products/softwave/WeChat_Image_20210517100949.jpg" alt="" /></span></p>
<p align="left">針對最新的<span lang="EN-US">CDGM H-K9L</span>和<span lang="EN-US">SCHOTT BK7</span>玻璃的比對可以發現,在可見光波段兩種玻璃幾乎沒有差別。</p>
<p align="left"><img src="http://www.soubey.com/images/products/softwave/WeChat_Image_20210517101006.png" alt="" /></p>
<p align="left">但是在<span lang="EN-US">1um</span>以上的近紅外波段,差別很明顯。這與在實際使用中,玻璃的替代的分析一致,對設計者的決策起到關鍵的作用。</p>
<p align="left"><img src="http://www.soubey.com/images/products/softwave/WeChat_Image_20210517101013.png" alt="" /></p>
<p>玻璃圖<span lang="EN-US"> Glass Map</span></p>
<p><span lang="EN-US"><img src="http://www.soubey.com/images/products/softwave/Glass_Map_01.png" alt="" /></span></p>
<p><span lang="EN-US">CAXCAD</span>的玻璃圖支持指定玻璃狀態和重點玻璃</p>
<p><img src="http://www.soubey.com/images/products/softwave/WeChat_Image_20210517101021.png" alt="" /></p>
<p><span lang="EN-US">?</span></p>
<p>更多信息請及時關注<span lang="EN-US">CAXCAD</span>公眾號</p>
<p>?<img src="http://www.soubey.com/images/qrcode_for_caxcad.jpg" alt="" /></p>
<p>?</p>
CAXCAD 功能更新 2021年05月07日
2021-05-06T18:27:38+00:00
2021-05-06T18:27:38+00:00
http://www.soubey.com/company-news-cn/334-caxcad-update-2021-05-07.html
Weixing Zhao
<ul>
<li>增加幾何PSF, 與Spot diagram 對比使用</li>
<li>增加幾何MTF,增加MF-GMTA MF-GMTS MF-GMTT 優化操作數</li>
<li>更新FootPrint 分析,增加光線透過比</li>
<li>新增Longitudinal Aberration 分析功能,對應增加MF-LONA 優化操作數</li>
<li>支持圖形背景為護眼模式 Eyes Care</li>
</ul>
<p>開啟護眼背景</p>
<p><img src="http://www.soubey.com/images/products/softwave/eyes_care_01.png" alt="" /></p>
<p>Geometric PSF</p>
<p><img src="http://www.soubey.com/images/products/softwave/Geometric_psf_01.png" alt="" /></p>
<p>Geometric MTF</p>
<p><img src="http://www.soubey.com/images/products/softwave/Geometric_MTF_01.png" alt="" /></p>
<p>Geometric MTF 優化操作數</p>
<p><img src="http://www.soubey.com/images/products/softwave/Geometric_MTF_02.png" alt="" width="602" height="120" /></p>
<p>FootPrint 更新,增加背景網格</p>
<p><img src="http://www.soubey.com/images/products/softwave/foot_print_01.png" alt="" /></p>
<p>新增 Longitudinal Aberration</p>
<p><img src="http://www.soubey.com/images/products/softwave/Longitudinal_Aberration_01.png" alt="" /></p>
<ul>
<li>增加幾何PSF, 與Spot diagram 對比使用</li>
<li>增加幾何MTF,增加MF-GMTA MF-GMTS MF-GMTT 優化操作數</li>
<li>更新FootPrint 分析,增加光線透過比</li>
<li>新增Longitudinal Aberration 分析功能,對應增加MF-LONA 優化操作數</li>
<li>支持圖形背景為護眼模式 Eyes Care</li>
</ul>
<p>開啟護眼背景</p>
<p><img src="http://www.soubey.com/images/products/softwave/eyes_care_01.png" alt="" /></p>
<p>Geometric PSF</p>
<p><img src="http://www.soubey.com/images/products/softwave/Geometric_psf_01.png" alt="" /></p>
<p>Geometric MTF</p>
<p><img src="http://www.soubey.com/images/products/softwave/Geometric_MTF_01.png" alt="" /></p>
<p>Geometric MTF 優化操作數</p>
<p><img src="http://www.soubey.com/images/products/softwave/Geometric_MTF_02.png" alt="" width="602" height="120" /></p>
<p>FootPrint 更新,增加背景網格</p>
<p><img src="http://www.soubey.com/images/products/softwave/foot_print_01.png" alt="" /></p>
<p>新增 Longitudinal Aberration</p>
<p><img src="http://www.soubey.com/images/products/softwave/Longitudinal_Aberration_01.png" alt="" /></p>
CAXCAD 本周功能更新 2021年05月24日
2021-05-25T17:57:46+00:00
2021-05-25T17:57:46+00:00
http://www.soubey.com/company-news-cn/353-caxcad-update-2021-05-24.html
Weixing Zhao
<p>新的一周開始了,與大家分享過去的一周CAXCAD軟件的更新:</p>
<ul>
<li>自動設計模塊Auto Design集成,用戶無需手動深入,即可完成評價函數的構建</li>
<li>新增MTF優化操作數MSGT MTGT MAGT, 不需要設定邊界完成MTF目標優化</li>
<li>更新熱分析的算法</li>
<li>更新玻璃庫讀取的速度</li>
</ul>
<p>以下為大家展示全新的CAXCAD 優化模塊</p>
<p>光學定義MF目標</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_01.png" alt="光學定義MF目標" /></p>
<p>像差控制MF目標</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_02.png" alt="像差控制MF目標" /></p>
<p>近軸光線追擊MF 目標</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_03.png" alt="近軸光線追擊MF 目標" /></p>
<p>真實光線追擊MF 目標</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_04.png" alt="真實光線追擊MF 目標" /></p>
<p>所有目標均支持邊界范圍控制</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_05.png" alt="所有目標均支持邊界范圍控制" /></p>
<p>MTF 自動目標設置</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_06.png" alt="MTF 自動目標設置" /></p>
<p>自動設置MAGT MSGT MTGT,所有操作無需手動輸入</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_07.png" alt="自動設置MAGT MSGT MTGT" /></p>
<p>下面用一個Cooke 鏡頭做為展示</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_00.png" alt="Cooke 鏡頭" /></p>
<p>SPOT SIZE 優化后的MTF</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_08.png" alt="SPOT SIZE 優化后的MTF" /></p>
<p>優化時間1分鐘,MF由0.1下降為原來的十分之一</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_09.png" alt="優化時間1分鐘,MF由0.1下降為原來的十分之一" /></p>
<p>優化后的MTF</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_10.png" alt="優化后的MTF" /></p>
<p>優化結果獲得非常好的驗證</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_11.png" alt="優化結果獲得非常好的驗證" /></p>
<p>優化完成后的L3D</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_12.png" alt="優化完成后的L3D" /></p>
<p>?</p>
<p>新的一周開始了,與大家分享過去的一周CAXCAD軟件的更新:</p>
<ul>
<li>自動設計模塊Auto Design集成,用戶無需手動深入,即可完成評價函數的構建</li>
<li>新增MTF優化操作數MSGT MTGT MAGT, 不需要設定邊界完成MTF目標優化</li>
<li>更新熱分析的算法</li>
<li>更新玻璃庫讀取的速度</li>
</ul>
<p>以下為大家展示全新的CAXCAD 優化模塊</p>
<p>光學定義MF目標</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_01.png" alt="光學定義MF目標" /></p>
<p>像差控制MF目標</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_02.png" alt="像差控制MF目標" /></p>
<p>近軸光線追擊MF 目標</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_03.png" alt="近軸光線追擊MF 目標" /></p>
<p>真實光線追擊MF 目標</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_04.png" alt="真實光線追擊MF 目標" /></p>
<p>所有目標均支持邊界范圍控制</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_05.png" alt="所有目標均支持邊界范圍控制" /></p>
<p>MTF 自動目標設置</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_06.png" alt="MTF 自動目標設置" /></p>
<p>自動設置MAGT MSGT MTGT,所有操作無需手動輸入</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_07.png" alt="自動設置MAGT MSGT MTGT" /></p>
<p>下面用一個Cooke 鏡頭做為展示</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_00.png" alt="Cooke 鏡頭" /></p>
<p>SPOT SIZE 優化后的MTF</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_08.png" alt="SPOT SIZE 優化后的MTF" /></p>
<p>優化時間1分鐘,MF由0.1下降為原來的十分之一</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_09.png" alt="優化時間1分鐘,MF由0.1下降為原來的十分之一" /></p>
<p>優化后的MTF</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_10.png" alt="優化后的MTF" /></p>
<p>優化結果獲得非常好的驗證</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_11.png" alt="優化結果獲得非常好的驗證" /></p>
<p>優化完成后的L3D</p>
<p><img src="http://www.soubey.com/images/products/softwave/Auto_Design_12.png" alt="優化完成后的L3D" /></p>
<p>?</p>
ZERNIKE 干涉條紋分析軟件又添新功能
2019-05-29T22:43:09+00:00
2019-05-29T22:43:09+00:00
http://www.soubey.com/company-news-cn/302-zernike-2.html
sunny
<p><span lang="EN-US">ZERNIKE?</span>條紋分析軟件主要功能:視頻動態采集:兼容各品牌干涉儀;支持條紋及相位兩大算法,計算結果精確穩定;直觀的波面分析圖;支持像差分離;支持圖像放大;測試報告簡潔易懂,方便打印,并且支持保存圖片。</p>
<p>近日應客戶要求,產品功能再次升級,可以任意選擇多邊形進行分析,還可以拆分成餅形分析比對,一目了然。正是客戶不斷地提出新的需求,<span lang="EN-US">ZERNIKE</span>條紋分析軟件,才能不斷地改進、升級。</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" src="http://www.soubey.com/images/IMG_8486.jpg" alt="" width="700" height="495" /></p>
<p>? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ?<img style="display: block; margin-left: auto; margin-right: auto;" src="http://www.soubey.com/images/IMG_8833.png" alt="" width="700" height="509" /></p>
<p><span lang="EN-US">ZERNIKE?</span>條紋分析軟件主要功能:視頻動態采集:兼容各品牌干涉儀;支持條紋及相位兩大算法,計算結果精確穩定;直觀的波面分析圖;支持像差分離;支持圖像放大;測試報告簡潔易懂,方便打印,并且支持保存圖片。</p>
<p>近日應客戶要求,產品功能再次升級,可以任意選擇多邊形進行分析,還可以拆分成餅形分析比對,一目了然。正是客戶不斷地提出新的需求,<span lang="EN-US">ZERNIKE</span>條紋分析軟件,才能不斷地改進、升級。</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" src="http://www.soubey.com/images/IMG_8486.jpg" alt="" width="700" height="495" /></p>
<p>? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ?<img style="display: block; margin-left: auto; margin-right: auto;" src="http://www.soubey.com/images/IMG_8833.png" alt="" width="700" height="509" /></p>
光學氣浮平臺
2017-05-02T18:46:53+00:00
2017-05-02T18:46:53+00:00
http://www.soubey.com/platform.html
yuanxin
<div>
<h2>光學氣浮平臺</h2>
</div>
<div>
<p>?? 光學平臺,供水平、穩定的臺面,一般平臺都需要進行<span lang="EN-US"><span lang="EN-US"><span lang="EN-US">隔振</span></span></span>等措施,保證其不受外界因素干擾,使科學實驗正常進行。目前來說,有主動與被動兩大類。而被動又有橡膠與氣浮兩大類。<span lang="EN-US">?標準光學平臺基本組件包括:1、頂板;2、底板;3、側面精加工貼臉;4、側板;5、蜂窩芯;6、密封杯等。</span></p>
<div>光學平臺廣泛應用于光學、電子、精密機械制造、冶金、航天、航空、航海、精密化工和無損檢測等領域,以及其他機械行業的精密試驗儀器、設備振動隔離的關鍵裝置中。</div>
<div>?</div>
<div>澤尼克為客戶定制高性價比氣浮平臺,滿足環境相對較差的客戶的需求。</div>
<p><img style="float: left;" src="http://www.soubey.com/images/pingtai.jpg" alt="" /></p>
<p><img style="float: left;" 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" /></p>
<p>?</p>
<p>?</p>
</div>
<div>
<h2>光學氣浮平臺</h2>
</div>
<div>
<p>?? 光學平臺,供水平、穩定的臺面,一般平臺都需要進行<span lang="EN-US"><span lang="EN-US"><span lang="EN-US">隔振</span></span></span>等措施,保證其不受外界因素干擾,使科學實驗正常進行。目前來說,有主動與被動兩大類。而被動又有橡膠與氣浮兩大類。<span lang="EN-US">?標準光學平臺基本組件包括:1、頂板;2、底板;3、側面精加工貼臉;4、側板;5、蜂窩芯;6、密封杯等。</span></p>
<div>光學平臺廣泛應用于光學、電子、精密機械制造、冶金、航天、航空、航海、精密化工和無損檢測等領域,以及其他機械行業的精密試驗儀器、設備振動隔離的關鍵裝置中。</div>
<div>?</div>
<div>澤尼克為客戶定制高性價比氣浮平臺,滿足環境相對較差的客戶的需求。</div>
<p><img style="float: left;" src="http://www.soubey.com/images/pingtai.jpg" alt="" /></p>
<p><img style="float: left;" 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" /></p>
<p>?</p>
<p>?</p>
</div>
光學設計之美——CAXCAD光學設計軟件之PSF
2021-04-22T22:10:22+00:00
2021-04-22T22:10:22+00:00
http://www.soubey.com/company-news-cn/328-caxcad-psf.html
Weixing Zhao
<p>?</p>
<p>光學系統設計是一門技術,需要光學工程師運用光學知識、產品設計加工經驗,設計出符合要求的光學產品,從而降低成本投入、加快產品生產。同時,光學設計也是一門藝術,看CAXCAD光學設計軟件的PSF,這一張張、一幅幅圖表,哪一幅不是巧奪天工的藝術之作?或黑白的“版畫”,或真彩的“山川”,無不彰顯光學設計的藝術之美!</p>
<p>? ? 當然模擬的準確性最為重要,CAXCAD光學設計軟件的模擬參數經過多方認證,精確有效!</p>
<table style="height: 393px;" width="486">
<tbody>
<tr>
<td style="width: 391px;"><img src="http://www.soubey.com/images/products/softwave/05.jpg" alt="" width="391" height="306" /></td>
<td style="width: 391px;"><img src="http://www.soubey.com/images/products/softwave/04.jpg" alt="" width="390" height="305" /></td>
</tr>
<tr>
<td style="width: 391px;"><img src="http://www.soubey.com/images/products/softwave/06.jpg" alt="" width="389" height="309" /></td>
<td style="width: 391px;"><img src="http://www.soubey.com/images/products/softwave/07.jpg" alt="" width="390" height="311" /></td>
</tr>
<tr>
<td style="width: 391px;"><img src="http://www.soubey.com/images/products/softwave/03.jpg" alt="" width="390" height="307" /></td>
<td style="width: 391px;"><img src="http://www.soubey.com/images/products/softwave/08.jpg" alt="" width="390" height="313" /></td>
</tr>
</tbody>
</table>
<p>?</p>
<p>光學系統設計是一門技術,需要光學工程師運用光學知識、產品設計加工經驗,設計出符合要求的光學產品,從而降低成本投入、加快產品生產。同時,光學設計也是一門藝術,看CAXCAD光學設計軟件的PSF,這一張張、一幅幅圖表,哪一幅不是巧奪天工的藝術之作?或黑白的“版畫”,或真彩的“山川”,無不彰顯光學設計的藝術之美!</p>
<p>? ? 當然模擬的準確性最為重要,CAXCAD光學設計軟件的模擬參數經過多方認證,精確有效!</p>
<table style="height: 393px;" width="486">
<tbody>
<tr>
<td style="width: 391px;"><img src="http://www.soubey.com/images/products/softwave/05.jpg" alt="" width="391" height="306" /></td>
<td style="width: 391px;"><img src="http://www.soubey.com/images/products/softwave/04.jpg" alt="" width="390" height="305" /></td>
</tr>
<tr>
<td style="width: 391px;"><img src="http://www.soubey.com/images/products/softwave/06.jpg" alt="" width="389" height="309" /></td>
<td style="width: 391px;"><img src="http://www.soubey.com/images/products/softwave/07.jpg" alt="" width="390" height="311" /></td>
</tr>
<tr>
<td style="width: 391px;"><img src="http://www.soubey.com/images/products/softwave/03.jpg" alt="" width="390" height="307" /></td>
<td style="width: 391px;"><img src="http://www.soubey.com/images/products/softwave/08.jpg" alt="" width="390" height="313" /></td>
</tr>
</tbody>
</table>
如何自定義添加CAXCAD 的用戶自定義表面類型?
2021-06-01T21:25:17+00:00
2021-06-01T21:25:17+00:00
http://www.soubey.com/company-news-cn/354-how-to-add-user-defined-surface-type-cn.html
Weixing Zhao
<p>CAXCAD 當前內建的光學面型已經可以滿足大多數用戶的需求,包括折射,反射,球面,非球面,多項式,衍射光柵等。</p>
<p>但是用戶有時對面型會有特殊的需求,此時就可以使用CAXCAD 的DLL 擴展面型,利用VC++ 實現自定義。</p>
<p>CAXCAD 當前內建的光學面型已經可以滿足大多數用戶的需求,包括折射,反射,球面,非球面,多項式,衍射光柵等。</p>
<p>但是用戶有時對面型會有特殊的需求,此時就可以使用CAXCAD 的DLL 擴展面型,利用VC++ 實現自定義。</p>
干涉儀標準鏡
2019-07-16T05:23:42+00:00
2019-07-16T05:23:42+00:00
http://www.soubey.com/3d-camera.html
sunny
<p>ZERNIKE提供干涉儀平面標準鏡和球面標準鏡,平面標準鏡包含平面透射標準鏡和平面反射標準鏡。 有效口徑有150mm,100mm,60mm,30mm,標準鏡與Zygo 、富士通通用。</p>
<p><img src="http://www.soubey.com/images/03biaozhun.jpg" alt="" /></p>
<table>
<tbody>
<tr>
<td colspan="4" valign="top">
<div align="left">標準鏡技術參數</div>
</td>
</tr>
<tr>
<td valign="top">
<div align="left">?型號</div>
</td>
<td valign="top">
<div align="left">有效口徑</div>
</td>
<td valign="top">
<div align="left">材料</div>
</td>
<td valign="top">
<div align="left">精度 (λ=632.8nm)</div>
</td>
</tr>
<tr>
<td valign="top">
<div align="left">ZK-150-TF</div>
</td>
<td valign="top">
<div align="left">150mm</div>
</td>
<td valign="top">
<div align="left">熔石英 (Corning 7980)</div>
</td>
<td valign="top">
<div align="left">PV<λ/20</div>
</td>
</tr>
<tr>
<td valign="top">
<div align="left">ZK-100-RF</div>
</td>
<td valign="top">
<div align="left">100 mm</div>
</td>
<td valign="top">
<div align="left">熔石英 (Corning 7980)</div>
</td>
<td valign="top">
<div align="left">PV<λ/20</div>
</td>
</tr>
<tr>
<td valign="top">
<div align="left">ZK-60-RF</div>
</td>
<td valign="top">
<div align="left">60mm</div>
</td>
<td valign="top">
<div align="left">熔石英 (Corning 7980)</div>
</td>
<td valign="top">
<div align="left">PV<λ/20</div>
</td>
</tr>
<tr>
<td valign="top">
<div align="left">ZK-30-RF</div>
</td>
<td valign="top">
<div align="left">30mm</div>
</td>
<td valign="top">
<div align="left">熔石英 (Corning 7980)</div>
</td>
<td valign="top">
<div align="left">PV<λ/20</div>
</td>
</tr>
</tbody>
</table>
<p>?</p>
<p>?</p>
<p>ZERNIKE提供干涉儀平面標準鏡和球面標準鏡,平面標準鏡包含平面透射標準鏡和平面反射標準鏡。 有效口徑有150mm,100mm,60mm,30mm,標準鏡與Zygo 、富士通通用。</p>
<p><img src="http://www.soubey.com/images/03biaozhun.jpg" alt="" /></p>
<table>
<tbody>
<tr>
<td colspan="4" valign="top">
<div align="left">標準鏡技術參數</div>
</td>
</tr>
<tr>
<td valign="top">
<div align="left">?型號</div>
</td>
<td valign="top">
<div align="left">有效口徑</div>
</td>
<td valign="top">
<div align="left">材料</div>
</td>
<td valign="top">
<div align="left">精度 (λ=632.8nm)</div>
</td>
</tr>
<tr>
<td valign="top">
<div align="left">ZK-150-TF</div>
</td>
<td valign="top">
<div align="left">150mm</div>
</td>
<td valign="top">
<div align="left">熔石英 (Corning 7980)</div>
</td>
<td valign="top">
<div align="left">PV<λ/20</div>
</td>
</tr>
<tr>
<td valign="top">
<div align="left">ZK-100-RF</div>
</td>
<td valign="top">
<div align="left">100 mm</div>
</td>
<td valign="top">
<div align="left">熔石英 (Corning 7980)</div>
</td>
<td valign="top">
<div align="left">PV<λ/20</div>
</td>
</tr>
<tr>
<td valign="top">
<div align="left">ZK-60-RF</div>
</td>
<td valign="top">
<div align="left">60mm</div>
</td>
<td valign="top">
<div align="left">熔石英 (Corning 7980)</div>
</td>
<td valign="top">
<div align="left">PV<λ/20</div>
</td>
</tr>
<tr>
<td valign="top">
<div align="left">ZK-30-RF</div>
</td>
<td valign="top">
<div align="left">30mm</div>
</td>
<td valign="top">
<div align="left">熔石英 (Corning 7980)</div>
</td>
<td valign="top">
<div align="left">PV<λ/20</div>
</td>
</tr>
</tbody>
</table>
<p>?</p>
<p>?</p>
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