2013 Subaru XV Crosstrek 3D-Modell
0
Royalty Free LicenseNur redaktionell
Einfache Rückgabe
Best-Preis-Garantie
Funktioniert aus dem Kasten heraus
Spezifikationen
- Geometriepolygonal_quads/tris
- Polygone127,526
- Scheitelpunkte143,485
- TexturenYes
- ManipuliertenNo
- AnimiertNo
- Bereit zum Drucken in 3DNo
- Spielbereit (low poly)No
- UV-kartiertYes
- Unverpackte UVsmixed
Beschreibung
High detailed 3D model of 2013 Subaru XV Crosstrek with interior.
Main features:
- Originally created with 3ds Max 2010
- Two .max files with V-Ray and Standard 3ds Max materials
- MeshSmooth is still in the history for .max format (MeshSmooth level 1 is set by default)
- Separate objects like body, wheels and doors. Total number of objects is 28. All objects are intelligently named
- Doors can be opened
- Unit system is set to metric. Real-world scale
- All textures and materials are included and assigned
- 11 textures, which vary in resolution from 16x16px to 1844x1844px
- Previews rendered in 3ds Max 2010 with V-Ray 2.20.02
Special 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
- .max files can be loaded in 3ds Max 2010 or higher. In order to use V-Ray rendering setups and materials, V-Ray 2.20.02 or higher is required
Polycounts:
- .max format:
• no MeshSmooth: 127,526 faces and 143,485 vertices
• MeshSmooth level 1: 490,651 faces and 523,459 vertices
• MeshSmooth level 2: 1,694,218 faces and 1,758,194 vertices
- .c4d, .lwo, .scn, .mb and .obj formats:
• low: 127,526 faces and 143,485 vertices
• medium: 490,651 faces and 523,459 vertices
• high: 1,290,652 faces and 1,341,560 vertices
- .3ds format:
• low: 250,605 faces and 152,767 vertices
• medium: 980,987 faces and 545,290 vertices
• high: 2,580,989 faces and 1,390,158 vertices
Sep 13, 2020
Datum hinzugefügt
Feb 03, 2025
letztes Update
Bewertungen
Es liegen noch keine Bewertungen für dieses Produkt vor.
Warum nicht der erste sein, der das Eis bricht?
























