First Class Precision

The weCat3D MLWL1 delivers high-performance in every respect. The breathtaking output rate of 6000 Hz, as well as the resolution of 2.0 µm in working range Z, are both unparalleled on the market. Up to 12 million measuring points per second and a visual field width in X of 30 to 720 mm assure globally unequalled performance – for all 30 different variants.

weCat3D - MLWL1

Technical Data for Explorers

Special high-performance optics for visual field width X within a range of 30 to 720 mm. Optimized profile quality even with black and glossy objects by means of HDR function with highly precise resolution (Z) down to 2.0 µm thanks to the CMOS camera with noise suppression and high-performance optics. Multilingual operating concept with OLED for displaying IP addresses and setting options via an integrated web server. CMOS camera with highly precise resolution of visual field width X with more than 2000 measuring points as a linearized height profile. Real-time signal processing by means of integrated FPGA technology. Integrated electronic system without additional controller including interference-proof profile evaluating algorithms. Thanks to its open interface, the weCat3D series can be incorporated by means of the DLL program library or the GigE Vision standard without an additional control unit. Optional, adaptable protective discs and cooling units make implementation possible in a diverse range of applications, even in extreme environments. Specially developed laser line modules with red or blue light also for applications involving metals, as well as organic and semitransparent materials High-power laser (laser class 3) for increased resistance to extraneous light and high speeds. Optimized format for best possible resolution of 2 µm for distance (Z). Read-out of up to 12 million measuring points per second via M12x1 plug with Ethernet TCP/IP (1000 Mbit/s). Standard M12x1 plug with 4 I/Os and connection option for HTL or RS422/TTL encoder. 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v5ks5wFg59Kj9Xgc4GJZgm2m2x4Vmu21xzS6owS/Y2lgJhfhV9bgpeEyIPDhcPnX3K0/WlnL9XZKq/0rVVPAzbS0BFxsu1K01cqlGJaMxfx4QMOT3sO1Hs8WtHHXl+B9AYUxRGbEsAFqtRJdFsmp2GvG7XseGO6RQ/n3JiCLIWkRE7RYb1iTFkCaAsmwVVoI2tM+ZNYbszYbakLDSk2zdoiFzBpxJUEMpRFY2u8cdF0HFMNaXxxb+XDMGsMiK+utGZlxZmHZST2x0FjWEy2OHa+2gdFCxrQWQDJKW1IH5oYZryX9odeO3Q1EXRvWmi0WjOAPemE0oWxgRU8oWbBOUxSxQDBCWWoMCTD4FiXTGDVaYFDjUYZLAIJaQunEmrAjGwC+AVSOK9B2X2Oo206pESwhUgf4VM1U8OJR7eWs1L3hkM6qZ/aUCdKEWk0n+00NJQnnQBgLHRgqQQ== 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 SXJsVvvx+io1jgizKkf+wB+ndzMu7IDuUdyfuSlXpg072MUczKDXr+YsUPLFrzjRlvgVUkaGwg6R9Rl2tLugP+MKVeHPN7/t8HFlMqqFPoqvMYA+sJdvZnwxXyX6JAddKCmNxhK60yyUjLAO0keFY43xLtghTRYl2wgqPRo32JC5fkVw/dKMURVGPEnhSTiPAV3k2thy1iy0o8IeVpKFUXVd0NopQg8GmEdzOdE22Y1ETnIkkvNzHZ0ueF+x1PiBROyHeccSLjYjl6LSlT2XY3SWIzLEEzF/pndVt92SZBQTcToW/xf2Eb51FiM4epfXpdKxwq2ju/e+MchoKfpCpoGbDTIe6HxfUTsvjZKdoYEjUqEDtKaxY5RJSPjQm45nlgfQVxqRNhSEAIboy/7M014Z98wQLFnpnJ6/z0axzDqsW0FKK0Vb4MwG44nD7+sVWAifsQpquQqb/2qS4bX5ynoaFtbrJMcpJ3LhiJYghtG0KX4wDu5TYNS9VUjuap7w6qbuLHczOL53prbcZR6EveW+ZGYTBT1kvI+w3J0qrtpBq3tWHLPY3kdz0NeFmsgslicK40QK+xNseGGMmyOIheolkDnEh49MrFcMMDpsEGAYq/flsz+4ktHSxRk3bJlUjPRe5O1+bhv7rU9cfydg+cn7Co1NHoowh2eQMltheN7EuQF33szrN/r1No5RMKoOYunZVzwrOmiX0r15U67hiNidb8VT9VbFVWa7Zzby47tnStv5Gsvu9uS6wRl2z5cEPFwRjMVUOjxM8bm9JiOJFhswuLjhjYvumHzPSAwu40jxSM7Ketq8gl7wY7J0uZtlKwM4KBcDOYWnpztSwvfOQTWhdu6KHjhws6c8lYoJ9C4v3D+U7zkhGD9Cl/jrA3HKJsJ7+4j2FRExvWfgn/vCEaejhHUmX2KIYZbx2CVijWcIJB4gwkiY5AkDfuEkgjlrDL5lMCOik6uZbhxRzIYBM1exqVv8tIdNXXMQkvDVHIeR9SIBxEcMm4V/dhjma6LEdDvw6ZxBn+7SZ8E4d489CPxzIG7Rt8dxaAK0BUr6HcsxgNj96q/jd2V2VUKJEe41OuiMI81tX53dDpwGj9RqX8jgKtwsA4ixR+imj1InrNOgjbrxINczwad22CmZ6mPgUzeLps/SpF17YrEhRJbwwl8hKCyZdaMQPj3vrfwsQUF3GVUXxyYdTso4JBXciRmHcqfZvYcBBrG2MIP4Tv9YjEHc8pdIx8SOvkCXGUce9meV091ZecOvdO6piavy3fPHKcMDpIUBLsfilOE/tvQzdpmZKcN30NhTqV6GHjlQhmA7ynkL5QIYid+2UHu5fpfsD3oFjsBJDiqTnyOLnCEPeKC8T05exORE8sZfXnr8d2Dy4GWIz8ZQBrKT7CiKA9IdGytpPf9WnlrqhCiKM2CjuL03YacOp5GWq01BBoYfBwgXuFkpRO3YDxYzT/I5dixPY2V6FFIluIKWpGCxyfSgYDGSPZiJoCvYS5WsTSZhAH7fzGvtSnzPrqtsIVJMgSOIFDeC0SjpS7SySCahaVYsmfrQP59JaKYRLlkljRbNJAQHQbfL5qLLkEhJV/PMwOh3Qi8lc3FiZ47MJKSMP6Lf0yqATgZl7DIWDMxWzgzm7gZPA7673vCxyUvMexbB4LNVJwTIlD8R/ju6SnAtE7OZQM5BagVPWPROk12IoxSc/Wck5JUIIB4kPszFHB2OXyWRnO9LUvyKnEL7EJbR7lAIC32ewkzxK9lhH+0IGyEsfZwXjO9mhA4VDQEbkKbs7ZZhnYvlbEEaDD/BKHEEDZAmJBxgz5fkvOK4MgBiGAo6SzlFRxjRk6CJL+MI8jA3mcYXY75zPyjDuDdmNIyliwhXnL5D7wdHGuwPvm0eM2MiT/UvO2hGazfVAvi+F7u4YIZxG8ZN+to/kKY4Nn4zO6LS6RcjsLrHa1Mgx0uS6JxkMUiI4Y8gKiLiYVGRHo2ouJH8558WUVEf8usFrZzOHgnC5TCiwl6on2cEIZ6Gq4ZYe9hRHd9rnJkQY9E2HAIccNsMq52DMAriIcAhALep0LaVFKNf4aVDdmgbXGaK5NOFM0+XhsRMer3Uyne2oJfT+ZS7dECUHJ5lGnI1RKZovJn/vi1ViVhuqmMWTrOX+2nl6347Uw6Er+B3uzeU/omXwdTQTDm41Sduu5aNPuRElunNXvamdlWga1E1Nmo3vRv9StJVhfhN54yY73CZ2g5dkFjz6d3YRR1+FzpfouxVbwJ+3zqju8y09z7rpOaTKfv/HIaert4uSVRHKILma9QaseFzVztKFVor7MItxneYLCij34sHcUcD77gKkL5oWF0tafHT8p8QExTlMj9l6K+1FvSNW69QQ1wsSDs64Kmxem+PyPnuaPCxxp5V+XqMEwffVAxaIq0hF1wz+LZP38CxxBVx+1kGcMqdgY5f+XhfhJc/kTWkPjjOlGn8UXaglPPg1HYSFUdUb2n2Bl3cd0u6qkHYWVS7Z5A1NKDQuzhryDNCbmpSk6xijT0RaeQtEmVknrt0oNkUn5bYJJzCYfZS4HMKbhMsmC/FMUNFCAhx49ZlVT+amtskiE2Bz/HEJgvKMSpt16c8eWLJsYkDo4lN8JiNOEGq149pe8x3NLfpRIXdqwJzL7c/WhHVJDZRpHB+btO0xCYaAvNwm7zjNvMhYtOS0Oscwc/3g53kLYPhHbcVKBWxBxas1Tm3CmxC3L0jZMWRc8GCxUbUF119HqIFL0HK7BURQB7K5TxrBbr5Wp2Y8ush2ZwOBjHofn8n5ff8KUxDIFjJ+Tfzt/7JXr6K0fQapkb47Fx8bgR7iwGr7bpDweLr56TWTqs1OHYXtjyu4odnDcT1VlMNTiv4g9PIP6D2I+cRMMEfSUJ4hEOF4zuXlh0qyfRFT0NeDwrQkVcV5q2hX44dNMGQPf/w4UgrklLJEO708k5hsqbJVQKnIRal5mm/GQBE4tka9k3av/m0npouWZoKCoxJlubooKmdPX2y9Dj06ByVqzIwfMvbggk5Id514/fvqLuxR7vcmbJBwAlSKNsMDTIIqfRnHSzWxhuONJim2rY1wzwIl8mlMKHMP+X4coJlgYHLEWpSRFHE8YUdP+P4muCwS8DNfA67BBz9Nzjsuk2O3niHHe83g5TKbTuGjsRvIGebYTDoUzO3m4MuPhOIMaAhkYce4ogsV4vSeEgbY5a0ak+trWxZ3ZZIuPlPgPKkp8krz7+58uwxhxWh5hUBGnbTJbhmFtiQkWHJHJEQox8XIKOlM5RTRupAYWpCeHrY8OUJhUBW45g75LfTgZKgeFnWmCVICXqf3zwAr7RP4+vLZOEgbh8T4yvvNggKLH5z7vnEPd4EBgUChGdyoQJTR484Y3gtZEFPxehK1Wh68oeMzZKqHkDxmZRWDkf37fRzB/LUaaQtDjjKtC474fsBMMVW+P7UBfOmnl9kCAo3yha8hpc3egiSpzEbS7WlYsnMOJg3/pDNIlbCtSpgrB9WGRqKJJnIMQqVMYiSRo4Fhzb08BnRC/FwDi+xmBUN6CEwfCLuJEAnhS5T0vaT7EFmw53icTBNPOEMLTHjWV40b34Ldxp2cXu9ZOM5n3LfnWfKoVRuAOOhYjGkRyYwkPPj7E3tlEFIpdeTtzb9mHAcU8KZpNNIMgEuswHuUyzj6XpTDIZhygiiREz6oVGo0PULp7nVMxJRE1JoHIEikWgCaXjtGEtpGAK/lrh+GvxzvEMiCko523qiJoV0W+qS/sy0D/eKXLch+HVY/Dj/3KMrED5myrQRBpR1vj4hUtVhYBZcJr/WOTn9GRnoURrQfgGm/FyTPrv2TDBljiaTXmmkSQJswz1hd5kZQBqYwdXqFHVqGJhiCsE53kYKwfkztev0nNlnEgIV7k0B0rDSOwTXwPaXHkwsvN/U3u3eEvPWhtrQneu+mHnnMxeV8Q3YxBSTnlhXZuGiMniZyXVlFi4qsyTLtI2sK7NwURmefDGhroxNURknFlZVpy0qwwgwoxnXCjymN6+VWut7ki9lBPPQbPFJeAuWjbGz8DlFURdFaJgAbYTXXaFoH4vjpYmmHRGBXtaGTgemw2zQckPx48L2b2E2ryHCbDwx+IHijUzGbIKYsQHu5JtqlwEx2jQRoW/Jy/a0vKin8lgZdrEVlAB4LINpUHEPPzoZDm+XeiGeLfG3KYANIsMybGO3DhaAI4bFT6YUgqNCkhOE4HYlkgUG7SdpM/3vc9iVsUAqlVmcxWFX9HzqNkegln2EnTOkVDM9T0qa4jk24a4pE2fk3wjOlGrSM1hiH8dVeXoD7hCKxLlgFJCJnAvybx6/0kg7RlhBi4+vMGMtLxOFhq7TmufTGxqv6Lw0KtnvZxXilqZJ9ltcIW5pbLIfeBpjFOKcq/0Zk/3CsCRUYVm/S7vs8GWeUyfWZRwbIRNpF263gbRTibFQLiDWeUbqY1COjAv4DWlPhXP8HgN+nnojhpvMCzKLcrGxHNFMiXIzRoDqhJjja0qpTJacDug3Lm8JNhh/zsZhvxxw3ghMkakg+PvwNjxhV7Ohgvw3UuLbK05/CRVVXlJMkoRJjaAkiKGBguxuUsPwONNlJnTiqZ1dGuR4UujIyTxzlFDx/Hmuo97GjaCTty/wOyLC3+F3R3i0xlVLXgNFRiL3lbnABzhMSLDfZ5d2ZQN59p034z8yNFu4Agt9R+z29Xz4S1KUXs10i4Z0SAtvtk5Pwwn5RKbfZ2ongsK/a/Doz7j8CJ0OZ674Vk9PuAyMM5236ofwNAF8EEodwMssyncfS3ZXSC3CWAV+okk3c3dstLCnuszUWti4wUfsVE4EM2Wmap2CU36qDAjyjVTj47QEW0E+Q4NjSkG+UmTYu+VOk4iw40abXcBvUgdMkwGniVboSX6TrrcqW6Xx8edx1PWbABm3ku7e9B4UugoVSWj7f7Qb5cLwk++n3CgvbSvqQ6NbtnOjUCs3wDjwnmhfiIIxlBz5lxwb9y7ZS4FZGddgyJ9md/i15lLtMKK4Y8KLZxfQ7jX4F/5seBrVjrIvisOyGsdQTGhAUdmIxHJhWQL7PT00L6Isgx89IwSENKNekFT6UGTZDon0kSlL78ZOpM/UH5fk+jbDWDgkR881JNeX9ufVnYP9AknWDghVEF/ATqsC6/pM0qq4Pp82+CvY3QtrVYy3Xcm/+QmtivHpJfQ084tlW/glrRD6/hUYafFBuT4eYS8JlujmmmFSekQ69mXYEMtRyO0W1ZpWg2bcEZbTF1tBbDI0l5gmZEhO0SWJbJa7W+mJcjh22sr24QHor3oWzMuHJLjne7vKk6eSY3jaCtiVlVBB82jVPOtua7qmNfi57c/cpLIoAb9jp25h55Tj0/wc832kU05P82PM95FOOVuhBwPpgXF+eTI80i+3pb23129JoKn0x1UbKU/Ag9t8CKp8iTOdaB4n1yVPSyoFJj4t2UkaUbssSg== H+ay8FJK95+vYS2WmkmZ1vkU4G6/QlLedBnbuLos5Y3SpjlkxuzPHh/VW+1ujtF5QrYlRn9QynuUGzVKyjt6c7wdzV3tHJxmb2o9EbV52zzizF1BlObhLKT2YuiI+NCC1UthIvhVvzlQPieWDWw+htW164ZFCbyLNGL9iKruwGUOD81YUaS8fdghVjHFueAycOHzPdIJJ2Fwzjh26xXBvX44MG9L3G+/KYJjRKM+vIOHO8yYbGUz6JV1vvYOGFE5W4XWQmnO8w6pSZPdXfy4cNQLp+mr198lKndemvrCrGLheKhjioJGpqtlOo6vSyNNDjApVsm/efJzU7FD30B+7pKUVmrycV1SUvPDdTq1gEeiDcTWhp2SyR5JEJaM/ewUHsmSpHZtdUqe9Dk9EgTISwMeCZkcI5ySH/RITN/TXhZpHo9kK3HgHfBIxGXsnJLxgR3sm4LeekvVbAM7Dzmfn9tHPBSBtrkovMO2KxzGikswImQyrhQDEsixX3DG8ppBDhO6O7QbjdDosprg3g01D8Miu2dngk8bUFj6axLJ1OybaRimpbZfeQrm8qitFzEtkCUuQw32Mrxaq70I7llMw2dYZ+ajLIAmCeddotlW5m9pMDV3rwLXchPtGh5cn5KM6p4csMlpt+tb5QFS5ZA5uFCYZi5zcPYwzYzmoH8sr3J0IqS9OVgnpxCWn2dbMXpZDpwV3EG4+6X/bZ0ymL2w7Rc6PQpnKAm4nZHeRHiVZNIsNXiJAbcqDEnuAJv1sOxrfjIzE7PkKcsW5WbtRYAs7gmOx6e1QALZ5ZFFkmn5mraQVzGFS2GfSjKvqpQREFUGxhBcxppP659lGPlgR4lWYGHpjgz1+YwI+0Dyw6hgvJA4O1IsA2RtlWQT+So0grPGoKGBDFiPpjsen/N6614NDIc9xlbp9IfyylOpWtLzr42YqZVHIbwZCnXOyVlbMvPW7Ap1Pna5vVz7roFZXLoQRrANyyuUvSoeJ//UKM8QrO76PWd+gXWMjC40rU3uGtX8Ial0cBCiBYvlvn4EbWTqZNeLNMVgObf55wEr9xzvsUxKIy/STIokx0PkRUY83+tn2ynfYxLuslcnjpuZfjjgjGQL+k0ZzP1jfJrWJX9CcC7ggv4cqbmb9YfwaWxKEGGRzwbV8iQ3Bn7Sv6IDooyp70tpN+sus0AR9QRVJMpllXyDEjHzF7m3pqDBsbTOvezjJXhL2+/kVcHvvQVyPKhaqdyloSjWQdrZ5/erP6FvlGjBO/xzarpK5h3TpfEySEI0u4BIfYzoJ5dsMuommW5U7RT6pvnwNoXjMxzxmLZ4ElYTtwnr2WdokgE1IklTDqKAxbaIL4Wb9KgkTWuGprqIL8VByMH0Ry6ev5Cuu3Mg/2Z0PVSSRWKRpwebfFML+e7u0T2aOAeXmexxYULA2qZ8O7IlfMB0hQbJRrLPQ7SEh+vnQbdnJoF2WKFh0xEu24BbYtT0GiELfz+5ZJQhEWnkL47KlGDRqEYKrX/XsMaKpA0/LU1d9nQMLxSjUbYaK6mKOpqmPqxbNVrLAB7gmggw7Y2tHXuPqxELIIwd5WSIrkYyGVFJtH08aQJuluhELpZ/w8QxMJyiRaeq6uQPgQEXTOemda1o3syav4ftJrWyTw1NpfWeeyP6aL78lhkpAGGYLZTy0bfy6QKsYiH2EvYN5itBz5qkf0MMH4cA03yX+yFiTWNDDlI9qd/sXdjRC23TJAfS2BhrSM5ko1mItsuJUDOy18u0KZ41WiGYR6O8ZvxmJKIxJg3EjB+NiLESo2sA0ZA9nTkQDQPO8GLP6UMlKcYJsKbX01rb5y3rV31HYHiovH8bpRDCHIIvF3lJYFhf0PfE4GPYJKhyh2ra9LTS0TtWcDIKrN2ZUIc6LGw2HPKcLFrk28oaT7g93sliJsdvhm6oUWHZ/F7oxlZohrzx0aJF2ky+OmrZJuDldnf4mjbkZ+FKgoMhwmllRqkNTm97D7JBI5TkTDUj4eIz3SysqSvhacaq1aXaq5p3vYJJdFth7r9zQWqe3I4jkq4q4ojko+XdaBBto30SRKKdVMKPbdIjE9uyiKxpcawcFF9Ep1ykkoxU7f0ZnfKlX9O8p3ISYzTvk6WLmQaUikhVEoX47EtnIN6yRNmrQuzq7npDYYuN8ZINsBCHluebyjajkaDz2nINh8KzfQX/kpAaEbbm9Zl5pFAzC58bw7NnT4d8S+VhKejto05jAHNmM/xB9EhIu6s2krDiVDwDdEiBC1jT2aJ6q7JeZdqBM6uO2zn2SyKH/edUx+0kxwlP+1nVcWPdkgSycN4Ma2ShNVdSp7Yr2814HubyaZ30DYY2PYYOslgzU00TNQ0Ea+bbkMzCTGwZOxwg4OgGodeAql/6Iqn7M8A4tyLRlhGXeBZvwAgFILslHxybEmlVFo+XUFl8h4rck7I4jjRTXHyQ83C6W1Wekme0P8Zw2Ungm87g4EVNzLckuNPP2hSRZetGMHOd6PGR5e2L6l2MMh6XSG7qMENpivNjEPGWWe25+HEROCHkQ8SpV+rsMleF3FXlu8TBn9pFXmBR1bwMCMFNcHzkUyhoYQCZ0BhRaFrrq4W4/1NgO8k1bfNrxccQqNB5fq2tPv5qPekBDGABuebRXFMaAo6CZ4o6feqUJarBD+h8DYA5SxalvrlKVAemYMSKTXokIxYrfYYnK0A7paC2hUYcGjLVJ8s9OZ0DtuO04WVa0+bPFZw2UdDMv5krV3DaeDIxIecnuU4bT+YegeSA4dfatCTXsSZPANVmUF0jjvPGrnbdyMJ1kxL7nNtppKsVqXHT7aZV4OcS+8A61jXPp1qD+4xsmdWml7jQjI2glYoU2LzWTnsDNoJWBeYq2BaakbSpbIpwW6oCU16LKYxNnim6nbLt9noKj56DDj/MhQeK1JHpDx7sWXaGInWIMmgjpXc4YNHQmiMBC2Z12mIWYwp+w+YbRa3zxHQFv0/8jEQuHJpJBb8PRD7cYSNiYS7s6LxaFM9Q9VmD8FcEpkjdOBCHP65i9Tqwkrfv41MG4T12QXjTjRJxeBKq+mlxI4JUJ8bhFw7CL1lE52YwkN1jg/AB20D+WFesuVUk2TM7V2xaki/31qIWpRB7uWJTqxjd9Jyg+7rXrP47bT8a1m9wcv+d8aFxFfAR+3KypNG2XvDHK/zhhli9g9lqZrCels743h6M22IRs5jTg1ziH4m7WgL59nIhZG0kzkX8BlYc7BE3jqV1zZXTtmlLUpViq8XQd5w34saOuprn8TG5xEUZ1M6Bb1NVXlZpU1/3r0ff+iQfT3/SFOOfnjsu/lw49+Bp3ByXoD9jDrQ/y17+ZzXAGqDASiPWF8XQKyqHCU5Pr2B69KP8VpNhp3lAfoZkwi0duF3PJcSBnNc8QLG1i0ZKHKso5jFY7x8z4sC+Zhy45nlYpYTL/E6+dCnnkQ7gpeEy4lgFUyg9mPBy6WaBw6uvZ1j0S3WNNOS1cqqOpIVDlzEfK4iAoc7DIRfxAJ8vxt+hp8aSpnAeaOzdHCr0ajFCge/tUOMnHTaoXfhnLb5GMx69WzLR1hHVx/dw7DWvijrd26Y9k331PboyB+0H5NzmdysrR+ZmxuxlXEQNq8/8p25awggBx+2atGuPE2AmNnlYTRhNZoP9g/VO6eoi8pg5+l5/Klzc40YUPNaMbNAbWOev0/x1nF/jtiaG+HFAevp8KtwWs+CU4+aw5SPj5BT+Ke2i43GKsOEV2m6nGl8Pg6dkyH/gJ7/xiTns2EZh+w2c+eAFb7LVRlA8eKGI0y9U45Mm3c6Nfv0kbufCLx/Iv6zzWfLyHJSe5iIkW8mvRxsFT9R5nd5WT9Yt/hWTVanzRzL/Mbl4zBW88plXpTXNuY9de4Ub/SmieVea8Uk3f+rfrD3iPnIVsLmdw+LNyXku7444i8VC7STCbZz+WxBW7ViIAV1rPv96PH7Dw8x6NTzg+zFHBSFFtpIVLjMULnSJjgSXkf3k9hMH+XkP9TcduNjjrGr1pU7DRJ5+8hNXLTdftXCZlFYtVLjEILy+lV65YojGQ87nIUsMhlYc7OWzPi2Km6hbQa7SMdmOBKYIn4oH5PAYcvbZcmr8gwcaJEgztMRRfBRWN3HHu3xRABMRn2ZXoZEWPinnbl4y95bVraqqwbtdnGK70tBCGCoEM+hxH4EAl/GETrjWZYa/EUFzgB21tUrLGH83pBz5nH1dfS/ifo7I7Z7cuLmcJQ+2tmgs/RdsIuGgGl2OBMOhZaX+/drp7feeHp/el8GW3V76S8lUNK3xfv9R7HU6x51/9/Mf7e+3znt/ObasZI5ylUokmO+0P+47eAKVsjTHhJffsUEqGME2YOtF/iFaeimv1RO3+Qf1PDmADaw4/eWEkeDsTr7EV5x7F9EVz58nOHbz4MPE7SNMTc6veNWaznBtGYWQsQwyDUMXobeLuPem+BE+9av3bitFAy7T6yUTdxlPd2+HZNsj5fipj6NMlxcqUy9PZBJtPhL2Ow14Y1e6unNQZyanfrNS3jdDnObez9ZLxIhEGGkIv2Gy9eGt2OaHHhBAmCsvMh7qRfhUKKQfGmqWhLksgFm2mvxcf6uaMAofIlh66ZRmpEMaGIXrWJwPzP3OO1/Bzl5Qw+HeQ1OV7UxXX3+8tAjQMAdDbNUn8vo2WfPModfeyTeib3hWdjDm5lOVSCDBtJf9efXVodG8Zawru0jefxTr6658n2B03dAB1mm78r7syW3cGSd55AMN7d444JMPPCYejAOqdMC7XvkjXWbPyfW6qqu34vd7bnnSXvuM7WnPKx/oxnBZ3jM2lD0WEKdMJfxTF6wijIMYjR+62a/ABsE18tBrzJZ1GDKOMn7n44ZFKIciKoeqO+XIEzuW/tS5nXHR1LhxeF5E1F2pHb3gEnDMFip0Aoy+OfbNs0eZGJHYo4wcEGhS+ZkmjfbUAdFtZe0r7m5s90LJRmAvE766d3BD5OJohQ/j86ZuLNk35iDD2MyLYVN4ZGOjnMDF+9RnML7yFxWNTYB8ez/IP702dP7pu3nN/KqC87bFP+mPQWwjyA2LizQ2eeEjopbeeq2q7FzwRDVhY+s3zrM/hlmhy2bF9v2zcSBgWE930tPcnK7kpjDmON5m2oebxj+Dxpx/47vSEVe9UtiM39QbAeZjbG43g/xT/tawhq78otMQocoM3tF+7viqmH9dbWfqx5dbhTtv+hSNiDguLAq3C/rdkClkIDtLOEBMY8MSFBurkEeBh2RoI/fNim2s3X8XiLtK4YPg613qo9C7OtktRtcbHbtFFN+NgebzRZRNZ/DW2U3DS2D2zu3qjpN58Pwn4J1Bh/twaDsIWMGjiqmHwg0LVhwFcRHc6hNdSn5m6yfKxzL3DRy0T+GEpb2ILzjRS7sA1+OkJwyWcJxhVeCxNW3mUo7R5NKXgzYmHsOdCo3qXae8TEb7aG/tuo2bBh9utdIl9412Eg== 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

weCat3D - MLWL1

Overview of Models

 

MLWL1x1 MLWL1x2 MLWL1x3 MLWL1x4 MLWL1x5
Working range Z 70…130 mm 83…213 mm 215…475 mm 390…910 mm 600…1400 mm
Measuring range Z 60 mm 130 mm 260 mm 520 mm 800 mm
Visual field range X 30…52 mm 50…110 mm 150…230 mm 285…455 mm 450…720 mm
Resolution Z 2…4,9 μm 3,2…14 μm 9,6…22 μm 17,8…43 μm 28…67 μm
Resolution X 17…26 μm 26…55 μm 79…120 μm 151…238 μm 235…361 μm
           
  Order number
Laser class 1M / redlight MLWL101 MLWL102 MLWL103 MLWL104 MLWL105
Laser class 2M / red light MLWL121 MLWL122 MLWL123 MLWL124 MLWL125
Laser class 2M / blue light MLWL131 MLWL132 MLWL133 MLWL134 MLWL135
Laser class 3R / red light MLWL141 MLWL142 MLWL143 MLWL144 MLWL145
Laser class 3R / blue light MLWL151 MLWL152 MLWL153 MLWL154 MLWL155
Laser class 3B / blue light MLWL171 MLWL172 MLWL173 MLWL174 MLWL175
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