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揚明光學股份有限公司 Young Optics Inc. / Mejiro Genossen Inc. 展31
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本次展出
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○ AOI設備
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● 光學系統
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○ 取像系統
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○ 影像分析
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○ 運動控制
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○ 其他
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■
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展出品牌
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Mejiro Genossen Inc.
Young Optics Inc.
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展品資料
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Mejiro Genossen 工業用線掃/面陣鏡頭
揚明光學 3D INSPECTOR
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展品圖 |
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) 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基本資料
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地址
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新竹市科學園區新安路7號
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業務聯絡人
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電子信箱
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周孟青
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Monica.chou@youngoptics.com
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電話
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傳真
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03-620-6789 ext.1018
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03-623-1101
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公司介紹
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公司性質
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AOI相關元件/模組/平台供應商
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公司簡介
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揚明光學具備光學產業中上游垂直整合優勢,提供百分之百客製的服務,滿足客戶一站購足的需求。服務範疇包涵模治具、 機構件、光學元件、光學模組及系統產品開發、設計及組裝。
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AOI主力產品
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光學鏡頭 : 相容Line scan 16K5um/16K3.5um/12K5um/8K7um 之0.13x~5x倍率鏡頭及變焦鏡頭
光學鏡頭 : 相容大面陣29M,71M 之0.018x~0.47x變焦鏡頭
3D INSPECTOR
Feature :
- 2.5-Dimension image display
- 3D Point Cloud
- Profile or Area of measurement
- Measurement tools :
Diameter/Center distance/
Step/Height/Width/Angle
Module Name |
NRVT-1 |
NRVT-2 |
NRVT-3 |
Working Distance (mm) |
360 |
880 |
218 |
Images (Mega Pixels) |
5 |
5 |
20 |
FOV (H x W) |
150x90 ~ 190x110 |
400x290 ~ 600x460 |
120x80~160x105 |
Measurement Range Z (mm) |
±40 |
±200 |
±30 |
X-Y Resolution(um) |
75 ~ 95 |
160 ~ 250 |
22 ~ 30 |
Z Resolution(um) |
25 ~ 35 |
50 ~ 90 |
6 ~ 12 |
Light Source |
White |
White |
White |
Dimensions (mm) |
247 * 164 * 61 |
510*200*80 |
600*450*500 |
Data Interface |
USB 3.0 (Micro B) |
USB 3.0 (Micro B) |
USB 3.0 (Micro B) |
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