Print je eigen robot met 3D-printer
![](data:image/jpeg;base64,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)
Een Fransman geeft zijn ontwerpen en bouwinstructies vrij voor een
robot die je kan maken met 3D-printers. Het ontwerp moet doe-het-zelvers
InMoov-robots laten bouwen met makkelijk verkrijgbare en relatief
goedkope onderdelen, meldt Tweakers.net.
De Franse beeldhouwer en modelmaker Gael Langevin heeft ongeveer een
jaar gewerkt aan zijn robotontwerp. InMoov werd gedurende die tijd
steeds verder verfijnd en kan inmiddels geprint worden volgens de
instructies die Langevin op zijn blog zette.
De humanoïde robot
bestaat uit een hoofd, torso en twee armen. Alle onderdelen worden
middels servo's aangestuurd en InMoov kan bediend worden met de stem van
de eigenaar.
|