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3D model Generic Electric Car 3d model

$109
or
3D Model License: Standard    Upgrade License
FORMATS
NATIVE
3ds Max 2013  |  V-Ray 2.0
3ds Max 2013  |  Default Scanline
3ds Max 2010  |  Default Scanline
3D Studio
Other
OBJ cinema4d
OBJ Maya
3D Model Specifications
119,289 Polygons
130,953 Vertices
Polygonal Quads/Tris Geometry
Textures
Materials
UV Mapped
Mixed Unwrapped UVs
Product ID: 1278460
282 Products
Since 2012

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High detailed Generic Electric Sedan 3D model of 2015-2020 by M_studios


The Generic design gives a ROYALTY FREE LISCENSE
'Error free and Easy to use'


Main features:
    - Originally created with 3ds Max 2013
    - Two .MAX files with V-Ray and Standard 3ds Max materials
    - Subdivision modifier is available in the history for .MAX.
you can get access to original non-smoothed mesh by deactivating the Subdivision modifier
    - Separate objects like body, wheels and doors. Total number of objects is 20. All objects are intelligently named
    - Doors can be opened
    - Unit system is set to metric (millimeters). Real-world scale
    - All textures and materials are included and assigned
    - 7 textures, which vary in resolution from 2048x2048px to 4096x4096px
    - Previews rendered in 3ds Max 2013 with V-Ray 2.0, All images are Raw Renders

Important notes:
    - .OBJ format is recommended for import in other 3d software. If your software doesn't support .OBJ format, please use .3ds format; .OBJ format was exported from 3ds Max. The geometry for .OBJ format is set to quads
    Original - .MAX files can be loaded in 3ds Max 2013 or higher, the model was saved down to .MAX 2010 which allows you to load the model in max 2010 or higher. In order to use V-Ray rendering setups and materials, V-Ray 2.0 or higher is needed.

Polycounts:
   - .MAX format (only one file included with MeshSmooth iteration 1 applied to all objects):
       no MeshSmooth: 119,289 faces and 130,953 vertices
       MeshSmooth iteration 1: 475,587 faces and 499,596 vertices
       MeshSmooth iteration 2: 1,902,348 faces and 1,949,750 vertices
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