Intelligenz auf engstem Raum

weCat3D MLSL1 bietet ein Maximum an Fähigkeiten auf engstem Raum. Die 12 Modelle dieser Serie überzeugen mit innovativen Features wie CMOS-Technologie, integrierter CPU, hoher Auflösung und Messrate (4 000 Hz), intuitivem Display, hoher Messgenauigkeit, modernsten Schnittstellen wie Gigabit-Ethernet und vielen Dingen mehr. Insgesamt stehen vier Messbereiche zur Verfügung.

weCat3D - MLSL1

Technische Daten für Entdecker

Multilinguales Bedienkonzept mit OLEDfür IP-Adressen-Anzeige und Einstellmöglichkei-ten auch über integrierten Webserver. Hochleistungsoptikenfür Sichtfeldbreiten X von 27 mm bis 280 mm Sehr präzise Auflösung (Z) bis 3,3 µm dank CMOS-Kamera mit Rauschunterdrückungsverfahren und Hochleistungsoptiken. CMOS-Kameramit sehr präziser Auflösung der Sichtfeldbreite X mit über 1 200 Messpunkten als linearisiertes Höhenprofil. Echtzeit-Signalverarbeitungdurch integrierte FPGA-Technologie. Optional adaptierbare Schutzscheiben und Kühlmodule bieten vielfältige Einsatzmöglich-keiten auch in extremen Umgebungen. Speziell entwickelte Laserlinienmodulemit Rot- oder Blaulicht auch für Anwendungen auf Metall, organischen oder semitransparenten Materialien. Integriertes Elektroniksystemohne zusätzliches Steuergerät mit störfesten Profilauswerte-Algorythmen. Die weCat3D-Serie kann Dank ihrer offenen Schnittstellemittels der Programmbibliothek DLL oder des GigE-Vision-Standards ohne zusätzlichen Controller eingebunden werden. Kompakte und leichte Bauform(92x36x64 mm, 300 g)auch für Roboteranwen-dungen in robuster IP67-Ausführung. Ausgabe von bis zu 3,6 Millionen Messpunktenpro Sekunde über M12x1-Stecker mit Ethernet TCP/IP 1 000 Mbit/s Standard M12x1 Stecker mit 4 Ein-/Ausgängen und Anschlussmöglichkeit für HTL- oder RS422/TTL-Encoder. 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DwA7lxrR43GAi2UJtplue1RtttMe0+iOEvyWpYCZXIBfWYOXhsuAwIfD5e+5W3+0spb0Zkqp/StVU8DNlLQEXGynUrDVSsUYlozF/HhAw5PewUWPZwvKuOtL8L6AwhgiM2LYALlaiS6L5FTsNOM2P/cM98ih/L0OyGJIWsQELeg1a9ICSFMgGTZKC0F72ocMvTZrsyYnFKzWNGuHWMisEVcXxJAagaXdzkHXdUAyrPXFsZEPx6wxrLSy3pqRGWcWlp3UEwuNZT3R4tjxahMYLWRMawEko7QldWCumTEt6Q+9dux2IOrasNZssWAEv6iF0YSygRU1IWXBOk1RxALBCGWpMSTA4BuUUWPUaIFBjUcaLgEIagmlE2vCjmwA+AZQOa5A212NoW47JUewjkgd4FM1U8GLR7WXs1L3hkM6q57ZUSZIE2o1new2NZQknANhLHRgqARFSqRYlw== 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

weCat3D - MLSL1

 

Modellübersicht

 

MLSL1x1 MLSL1x2 MLSL1x3 MLSL1x4
Arbeitsbereich Z 72…108 mm 65…125 mm 90…280 mm 100…500 mm
Messbereich Z 36 mm 60 mm 190 mm 400 mm
Sichtfeldbreite X
27…34 mm 40…58 mm 62…145 mm 70…280 mm
Auflösung Z 3,3…5,2 μm 4,8…9,6 μm 9,4…49 μm 12,4…160 μm
Auflösung X 22…28 μm 33…47 μm 54…123 μm 68…246 μm
         
  Bestellnummer
Laserklasse 1M / Rotlicht MLSL101 MLSL102 MLSL103 MLSL104
Laserklasse 2M / Rotlicht MLSL121 MLSL122 MLSL123 MLSL124
Laserklasse 2M / Blaulicht MLSL131 MLSL132 MLSL133 MLSL134