Robot TV 3D model
Home Catalog Robot TV 3D model
Robot TV 3D model
Robot TV 3D model
Robot TV 3D model
Robot TV 3D model

Publication date: 2019-11-27

Robot TV 3D model

$11

License: Royalty Free

author:

andmind

All content related to this 3D asset—including renders, descriptions, and metadata — is credited to its original author, «andmind». CGhub does not claim copyright ownership over the content used.
Buy at www.cgtrader.com - $11 Add to Wishlist
  • Description
  • Formats

A high-poly model of a robot with a TV instead of a head.The model was done in the 3ds max program, unwrup in Rizom UV, texturing in Substance painter, rendering in Marmoset toolbag 3. All textures have a resolution of 4096x4096. The set includes format files: max (2018), max (2015), fbx, obj, archive with maps of formats tga.

MAX (Autodesk 3ds Max, filesize: 45.6 MB), OBJ (OBJ, filesize: 18.1 MB), FBX (Autodesk FBX, filesize: 7.4 MB), MAX (Autodesk 3ds Max, filesize: 45.6 MB)

3D Model details

  • cgtrader Platform
  • Animated
  • Rigged
  • Ready for 3D Printing
  • VR / AR / Low-poly
  • PBR
  • Textures
  • Materials
  • UV Mapping
  • Polygons: 251376
  • Vertices: 126074
  • Geometry: No N-gons | No faceted geometry | Manifold geometry |

Tags

Robot Robotics Mech Technology Sci Fi 3d Char Characters Character Tv Sci fi Sci fi character Robot character
Similar models
image-product
realtime pbr
Add to Wishlist Remove from Wishlist View
Sci-Fi Kit Free 09 vent pipe Free low-poly 3D model $0
image-product
realtime pbr
Add to Wishlist Remove from Wishlist View
Alien Tubes - Red Free low-poly 3D model $0
image-product
Add to Wishlist Remove from Wishlist View
Sci-Fi Kit Free 06 Door Free 3D model $0
image-product
realtime pbr
Add to Wishlist Remove from Wishlist View
Sci-fi building blocks Free low-poly 3D model $0
image-product
rig realtime
Add to Wishlist Remove from Wishlist View
Sci Fi Door Free low-poly 3D model $0
image-product
realtime pbr
Add to Wishlist Remove from Wishlist View
Stone Portal 1 - Base Free low-poly 3D model $0