vecco wyko 光學輪廓儀 bruker 3d 輪廓儀 粗糙度儀 納米級 華南
實現更快,更簡便測量
自動光學傾斜測量頭
全自動X,Y, Z樣品台
自動光鏡轉塔,放大鏡,和測試光選擇
更靈活而穩定的防震
集成式充氣式防震台
高穩定度,空間節省
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)
更強大的測量和分析
簡單明瞭,人性化的工作流程
實時自動優化測量
完整的數據分析軟件包
可定製的分析報告
測量高效
布魯克獨有的傾斜測量頭為用戶提供了極大的靈活性,實現快速測量和觀察。通過在在顯微鏡頭中結合頭部傾斜功能,布魯克這一技術實現了將觀察位置始終保持在焦平面處,為用戶實際使用時帶來了很大便利。
準確追蹤和使用的簡便性對於在不同表面上快速檢測是至關重要的,這樣在批量測試時速度也大大提高。
這一特點結合樣品台與物鏡的電動控制使得三維光學顯微鏡Contour GT-I 成為了具有較小佔地卻能同時滿足多種測試要求的測量平台。
業界最方便靈活的測量方式
除上述優點外,三維光學顯微鏡ContourGT-I通過獨有的設計直接在機臺上集成防震系統,使其直接滿足各種環境條件,包括工廠,實現迅速準確地測量。
這一經過嚴格測試的防震系統為用戶提供不折不扣的優化測試條件,從而得到重複性 的定量數據。
三維光學顯微鏡ContourGT-I為用戶在科研或生產環境下提供各類測試要求,保証優異,可計量的可靠測試結果。
掃描量程 |
可達10mm |
垂直分辨率 |
<0.01nm |
RMS 重複性 (PSI) |
0.01nm |
臺階高度準確性 |
0.75% |
臺階高度重複性 |
<0.1% 1 sigma repeatability** |
掃描速度標準相機 |
73 μm/sec |
樣品反射率 |
0.05%-100% |
坡度–光滑面 |
可達40° |
坡度–粗糙面 |
Upto87° |
XY樣品台 |
150mm(6in.) 自動 |
Z調焦範圍和樣品高度 |
100mm(4in.)automated,(6in.) |
頭部傾斜 |
±5°自動 |
光學測量模塊 |
雙LED( )照明,單筒物鏡或轉塔,單個放大鏡或自動轉動放大鏡 |
物鏡 |
同焦面:2.5x,5x,10x,20x,50x,115x |
長工作距離:1x,1.5x,2x,10x |
TTM:2x,5x,10x,20x |
明場:5x,10x,20x,50x |
放大鏡 |
0.55x,0.75x,1x,1.5x,2x |
相機 |
標配:640x480 |
高清(可選):1280x960 |
彩色(可選):640x480 |
軟件系統 |
基於Windows 7 64位操作系統的Vision64 分析軟件 |
可選軟件包 |
生產模式; Annular 分析; 分辨率提升模式高速自動對焦; 光學分析包; 高級成像模式; 厚膜測試模式; MatLab; PSS(圖案化藍寶石襯底)測試模式 |
校準 |
可溯源的臺階高度標準樣 |
佔地 |
450mm (W) x 533mm (D) x 745mm (H) |
可測樣品重量 |
十公斤 |
系統總重 |
六十公斤 |
保修期 |
12 個月 |
在8um及以上的臺階高度標樣上測得.
VSI模式下對10μm臺階測試重複性指標. 平均標準偏差<10nm.