Intelligence in the Tightest of Spaces

The weCat3D MLSL1 offers maximized capabilities in the tightest of spaces. The 12 models included in this product series are distinguished by innovative features such as CMOS technology, integrated CPU, high resolution and sampling rate (4000 Hz), intuitive display, excellent measuring accuracy, ultramodern interfaces such as Gigabit Ethernet and much more. A total of four measuring ranges are available.

weCat3D - MLSL1

Technical Data for Explorers

Multilingual operating concept with OLED for displaying IP addresses and setting options via an integrated web server. High-performance optics for a visual field width X within a range of 27 to 280 mm. Very precise resolution (Z) of down to 3.3 µm thanks to the CMOS camera with noise suppression and high-performance optics. CMOS camera with highly precise resolution of visual field width X with more than 1200 measuring points as a linearized height profile. Real-time signal processing by means of integrated FPGA technology. Optional, adaptable protective discs and cooling units make use possible in a diverse range of applications, even in extreme environ-ments. Specially developed laser line modules with red or blue light also for applications involving metals, as well as organic and semitransparent materials. 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 pro-gram library or the GigE Vision standard without an additional control unit. Compact (92 x 36 x 64 mm), lightweight (300 g) design suitable for robot applications as a rugged IP67 variant. Read-out of up to 3.6 million measuring points per second via M12x1 plug with Ethernet TCP/IP (1000 Mbit/s). Standard M12x1 plug with 4 I/Os and connecti-on option for HTL or RS422/TTL encoder. 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sHOpMT2ZBLhYlmCb6bZHVWZ77TGN7ijB71gKmMlF+JU1eGm0Cgh8OFr9vXDrj1bWkt7OKLV/pWoKuJmSloCL7VSLtnq5FMOSsZgfD2h40nu46Ml8SRl3fQXeF1AYQ2TGDBsg12vRZZGcir1m3KbngeEeOZS/NgFZDEmLmKAFvWFNWgBpCiTDVmkhaE/7iKE3Zm025JSCVZpm7RALmTXi6oEYUiOwtN856LoOSYa1vji28uGYNYYVVtZbMzLjzMKyk3piobGsJ1ocO1lvA+OljGktgGSUtqQOzA0zoSX9odeO3Q1FXRvWmi0WjOAPamk0oWxgTU1JWbBOUxSxQDBCWWoMCTD4FmXSGDVaYlDjkYZLAIJaQenEmrAjGwC+AVSOa9B2X2Oo287IMawfUgf4VM1U8OJR7eWs1L3hkM6qZ/aUCdKEWk2n+00NJQnnQBgLHRgqQZESKdalBw== 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 LJCPzjUXLf/Z1/f6OFs7F7Y41QlfMmVZDhxen1X/DMylp6RwXx/XYBUSQ2QZso1AjSLSEsNQOjJ/6pt+lg7Dw4Uqs67SDOtMwZkUhn0/pSQosdi/Y5qeHP0TjwgdAcfq4khhIspNOrXjC/KTN4QIjyxtxzRGoI8ChdFTlKZ0hUEt8R2jcMGUfX734xkkaXTb+Agvz00KgkFVLVC9SFPXUKHfvFb8Xq/XsHi1EtKtfKCu0DqqU9/3Cuvd49URJRJNUZ3MF7be39HShY3KVi+ZheuZzlNTUJk3P206T01BxQO1bBZedOUFpnPjeom/hYxCPToJo8slimtrwiT1p6tNFLhq5lP1i8jaARjpk4gyNxjbbkyoUzc9Ch41dY/wxCdCAx7DpznKSXUwqzQXjinT2BCkpRUaJjY6f5hPcKldLsUxJRQT2p7MwmqmA0kfk7Y8lsCwL0WlW3uyYTX/x6bUk1belgNAxV5qNZi5nLGpy1jxiotgpsu70jIN0Ps8CTe7W1WyV2fIHspb5S46eKH4fkM8zK4bBywRNKDSLGWF87HFGJ5wY5EPeusMdfI2FuaSJWGpbVVh+X0KyA5ZrgQevZk8rtVRqVDdzsAFr1PMiweb/4XBi3fBylb3PupI6JWg47uwIRXsTV5BXqyn4NL5Pb6mPQ1fKSd7rmufd4zD69ItbKqMgQUnzbzqDs6B4Mcw6CGGKw9ZWFOJWR4h25GFazHuSTFR780ASz3YmxhP7TMVVPg9MSf7GBA9wXDsAYZXb5G0eYBNJjECW8DLnDCyJnxXwDOa7CMcIP5ni8KreE0KwjIB1qPNErZ2yD8i9XIz+5FjbE5WeeIlmGMVKuC7CoZyrzFY28Em23BUbqkfKWaL7gce8O37W+xm4AoNfoOcNNrAO9nHk87V56pjjPeVnksfgZ3juiBko/deUHAXiVsZMJ3LVVU64vRTUMvqEm3SJFXezBvC2mMDelmTzENgsUmz9pi7W9ek9wc1EjQ/jk1V7VVdOb7tauZnNBK43EEiYOeXaS6JsDP3R8dT9OjUNA/fA4KhDDJ6VILvZpoLrNMsyy6458oumEsmwA5JT6FuBLOyC2Yv3tDG8/PIKq+VwkQmYe67zbJ7zTA38VrlXOCspoW3bSzZzyqrFVOQdqUV2aw3cpkYXWmh+p24toWgNtsIvhfXng/vYA9kQW0e9PpWXBsfE8OgD1Wym2aC2uXTdwrhbUckxQrCiFqlGeIeKErfJtSFf+GGjNaPwImsYEsp2zXGSNrOAA/EVUpBBcX9ZYoECrhd7OiRislcWSzfbB+sSV/V1rQFjp4LVhG9kikmrCQc5RxHJbDNYhUTqK46epTHHdkRnQSV7vOOtKeG3s8dUq1vmB6+jPHRZWTuFhGxFrRHJ6OQP/0lS2jy3vhK6gtNGLKZAmAyugHFlNsfQYvZTE4cPoxzu0hxQU6fnjQ4V2cpsjEhLUwhm1ktFB90dzOzOC9TRUyzeZnPI7CpM+4aYTfNq75YC0XvBF2cl4kCxynPlBCKchk0BryoFhq0PCkr2x8p2WHfLmnOjGmIrAJjejdrYOOET8+XVbRCkLLiZ7FQvILGr2aQwzyoCUtiKweD7B5uWsZodqe5h06EFKbsFUWvWC+w258BzbrQdxwjCCWyPeMPFYp2Uv4irMZjiet2fTNV3xAsVvz8Omvc1M+/2Mmv8waYWF8zlvR8P/8cJz8mo823vhIB0016vsyOKBWOXgvw5uS8acqcjjqvd9AzS54cXcydj84ydC0Pn1t55udXlnr0ez1POBufDzeJW/KoxEMOfTxXDaB7+XDjjrYEM9ifx5xxrYxlFNoOsSZ1BGzkD/WP2jAExW7AgmEPq+Z1VRj2MphcjlZbI/AYKhWwbzo/5f1+caBrbFAS9s+p7MFyV5oYeEyd16VCZS9sGBvMwVI0UJf0z6BpZNBG4AuGYM8QsrBx+aq41EZkh3s7B7DJV9Zr8hSPDtQbFI185KCcHdXgQK+UYmTk4WE8LRUydkkVzDBzipPLaQn96XC3tFiTx+hMWeIeX5ObkBpPiHWQuW/L6B3MBCbuQv5q/+bSEwt9HGYr4ZcWif8VLko3p1xHLyyf81Lt4dsD+sirust/jwpbw/3jrPcDtsOr/a0K8Q/0Mh3hIlLilYaSXVLZyNTicrF0kgK8ylpr9Mu5ouw9pkA+NNQ4LVzkX7uaLgdcP1yBO788hh+f5YkCoYT5iargbjO+wN8u3Plxq/R+ETzlKoKM1XB/SM8KN3j7TJdRblU8hgtGm9p3xFfIuV7SaWgge5C5b502NWERIllc9Zrw4NFGKba9d8WFCa/9F4yqUAmf7BM3gapVKayOYUu5/v3rXLXBRRF2q9KARJ3X2zcq59iEX62aUesYgNGgGffZjPjM7RtL3GeYAFa4z2bEZ53bLvhphftMpRtMO20NoxARnuc7RiG83POURnxm+Tcr5jsCiqqmVkp2xMvwfMd2EpFz5tvcZzMb0aalx/0U99nMRlQus5h1uZqN2G/FCvDAH0UNvmOn6fMdLz8of5HbfgohjsNMFi7bF7R9H5GCwONt/DRRJf56tMguXWb8ZldiCgRGmdAfPx3WA4mjCEP8d6EZKQMgKBYwbab8i3yBu2toIA848bnlt8YXAPvGl5cdZ7WqaRB8yozUo4JAQnI+tAt0LdusUl8/AmZfv5psTHGaFwTYLra2FgfYGIN4UP7BMLdZjJsG9M+Guc0CbBT3tBbmxpiCZwGhGSbe3AAbh4OGuMzzF+DF3qBGRr85N1XzsvAQNZpsNx84LSjH2D/Fmrcxpb4Q48ArUzHIToepKBkaumT6OzzZUfHUKB4KTTCDhbdHfB4+P484uxvNyZR/SnBymaFYrB1oTz1tKBpdB2wjWBYXmec6EDSRvMWuA+ILmHgPdCJ9VmVUF7kOOGVEp+pEvpB5MqoS+loF6zwIQPPSbbFWY0Tl+dnU5M+TmVHGLShiXlEolShch6Lq1BMomMZstO34JhsRuDJH6GmUmJ3Chp8SLWqENTefQhLb2tSTJnjGDMaJ30KalOTcJFmDyQJ200NeunmV9800/n5OrDFVPnOD3dQqLPQVzJfX0aK95Ez5ibFkHEi7U3q8cBnjWHKvKPxZPglgWhKAlH4pYrIyndOrp1WACX+eho2bf3AxGx69kxVYDw4qlJMDG+x2Uc45LqK4B+7DpeMJ3ETOaQ9i+828YK1dKMOyvpcR7tvxmWCtRTa8kir/sxbnw4debZFI2RX7AOcNZ21vJ+kHmcD4Lk5GJKk+EldbEW0/QZn3xClZnHBGEsyoq0tmrWmW2Y4gvCTBeLtsEwudrD+6TPjgjiw5hXkf7sBJu3lqrXSSrt4wS5Z48aPryBWYmCc55U6QOo9M+sBnoUGXBtPS2YK781/SacR9Z7Znos4aQnl6ejho8u8Zo8QjJV8ToVSs0PERtablANB35aPEQ5/qI3PRfCY0+RezIuBXgRa1QccYrd2iTWnVoLSpKvGagv2HmFhdbn6ujYqbXkm/2OQ0i9PCnVvnrwNOXC/uCSuJc47ZK7lU7jlzeBrsG9yuvDzxHEl9Cv6SZxDmJO1R/UMzR2fDmh5V3nA6stnxOZUwb8H5HcUe2DA7Xr3m/TpGbCVir1jN3rVxMfopIxYtjcpaij0D0+zdaYP9pwKdUxaszah5/91AJ8y5adkH7TKrG7HhcUrVipumYuOuEZxSiOOsIaYgr6amIrJBSR8FNHMUxcF4gFFKNXInRWYUIRK2OSoGcItBeiIqM63H3qdV+xXd+Hmu7DgTx1vFpbqIxD0SAo/lVgXuPLq7NFO4hz7sZpkMj3B9WvgS3dhtvQyLXmT+Sv80Rru194Ci3vHr4pTCvBosZg7tZGVfudXDkFHAERX1nkqAyY7iFkOeLk1hnlEUzUOeOtnbb4Q8Veb974Y8lQIbP4c13by67azRwgGUzySvZ5Hd4nvag5dWm2GcU1wK7FGBR5fQXtFSSfaJZz1RzA2mqhplNgqaGwJTnWQ+o8OAJgzEo1Ywz3XVEowJwWTnMvuGpr3/XYmJOkNqfCyM15qX5G/Qc+zB/syfcDa2aaOCTmsoMa4mKc/yCKyryq8pKT81oKdU5XtfdkNd2garYYmrZgA6Ye9D8THto7ax1zsb90yF8VlZNZ/S14t1g+Z5hDvaU0VyvVwn57hauC2rpAETUVll9I9Wyf/WbGqRCU8Zk6F4IsJDkEXnWSAf7WL8lTubNWiJct2qMN9W4ArLo51UR+VA9J5uhzUaM0UKFzGZV00c0HWprqLJAiywYuJAv+WGJzyoNGcyoIu1Jm1r5XyCpthsErRaB0kX+6D6YYfvuDyJTNmGZM41Gh7KBE+JGNvWUE5aw39g+7Nj1YXwHf+BTVeEe2pZX0g3cHlwTQmsoJmCtRoywn6vmjJd1nklGhzfRBdTAvlzhBIuDlR+tQiD8RE1blhVEtj3I1MU6xmF3Nd0AU4aNfHHolCLd1PCfX4cmnU1mMvjElT/Vd0sEs1CorJLLv+1ux6f00iFTti9p9dVJDvvGxjXaaInV5DEXULe8iVTqyVSNJyWZzq38B2xtYl23WIcbdSwItr1Tf9CVd4lDdxjRor2Ns7OkWJdwjMrqNV7yLRvPRfOJru0OxcsGPVwO4w3TSRrpoybIi1VpE6P7I69pt/u8OQ+kcldsqzaC23UGDNbkQI74Ofiaf7Ns1O6O3oaV6ag0wpTOoM/CFHMd97ClxZI3HPp0bSmLWBcB1Yicc9lcNt0EnoeY9L2DzGuNXFg1cEBW17yZxnX0W0a7trTrFOVzq9bl+fTow93d22K1HFaSu0urErnmZsHbyEJnhFg9ibfyYNHBcLg4iR4G8vIX2Tqx19zi/Pg54XIoYHqbpm8CzZWEXNpHny5WqBaP6vz49DFQEIz3r/u5nfy4Ofw46giKd+wcKR9Lw++F0KBgBq8pVzYpAZdhXQfcQjct+MSS3ZTImU6NiWZCjPBWpY+z/LbMHTyKat5pLKK+9BNkA2SlcLZdqKGCRVwOfxUc9kSS+V/ZRglj4+URxrFR2qwhwNTuAKb6d0+vRssl/azAdw0e+FrZkhiAHdLzOCY6/9KhiSzNOYFcLcjvpUyJPuuJLK2wbob2VMmVsWFwok85NwIADpRgVWnpuqEFJAlAxReMxqgFM+dMGST5WJEarkQ0fuwZyJF6x1zsVtlLGnKtIp57P3Qi90qkqbEFyBV0/lGLHPzxcDm6cbBCn7aJyKB2E+PKwDv6um5RQlgCBYb5IixUdXFVlG66W6LyFxENNfO4gzqzEVdqwNuvnSq1nAUlfqKB/idsEaBNVgPijC0LvamTGHaCL5dYI1y3fc6To9ZJjzuZCaJMQvXL7id8zzKKMRNRDxKilXJRMlwCHL5Kp7jwUtFovsSLd6wGonlHhUt/ovyhpovRqlEg+0yVW5nzJAawpU8mK9zM8rTIJgOukYeJhObiZujIw== 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

weCat3D - MLSL1

Overview of Models

 

MLSL1x1 MLSL1x2 MLSL1x3 MLSL1x4
Working range Z 72…108 mm 65…125 mm 90…280 mm 100…500 mm
Measuring range Z 36 mm 60 mm 190 mm 400 mm
Visual field range X
27…34 mm 40…58 mm 62…145 mm 70…280 mm
Resolution Z 3,3…5,2 μm 4,8…9,6 μm 9,4…49 μm 12,4…160 μm
Resolution X 22…28 μm 33…47 μm 54…123 μm 68…246 μm
         
  Order number
Laser class 1M / red light MLSL101 MLSL102 MLSL103 MLSL104
Laser class 2M / Red light MLSL121 MLSL122 MLSL123 MLSL124
Laser class 2M / blue light MLSL131 MLSL132 MLSL133 MLSL134