Ornament Pack Vol 14 - Islamic Renaissance Antique 3D model
Home Catalog Ornament Pack Vol 14 - Islamic Renaissance Antique 3D model

Publication date: 2025-01-30

Buy Ornament Pack Vol 14 - Islamic Renaissance Antique 3D model

$15

License: Royalty Free No Ai

author:

peak-dreams-studio

All content related to this 3D asset—including renders, descriptions, and metadata — is credited to its original author, «peak-dreams-studio». CGhub does not claim copyright ownership over the content used.
  • Description
  • Formats
Ornament Pack Vol 14

The ornament pack contains 10 decorative ornaments, each with a properly created UV map and designed to be tilable. This allows you to use them with the Array modifier in Blender or similar options in other 3D software:

  • Maya - MASH or Duplicate Special
  • 3ds Max - Array Modifier or RailClone
  • Cinema 4D - Cloner Object (MoGraph) or Duplicate Object

These features make the ornaments highly flexible for various workflows across different 3D applications.

Ornament Details

63 3 pearls slant - 796 polygons
Era: Baroque

64 1 festoons no back - 268 polygons
Era: Renaissance

64 2 festoons back top - 448 polygons
Era: Renaissance

65 1 arabeska no back - 2,068 polygons
Era: Islamic / Moorish

65 2 arabeska back - 2,478 polygons
Era: Islamic / Moorish

66 batons rumpus - 858 polygons
Era: Medieval

67 1 canaux - 70 polygons
Era: Classical Antiquity

67 2 canaux both sided - 92 polygons
Era: Classical Antiquity

68 bandes - 256 polygons
Era: Romanesque

69 besants - 179 polygons
Era: Gothic

Each ornament is optimized with proper UV mapping and designed for seamless tiling, making them perfect for architectural visualizations.

GLTF (glTF, filesize: 466 KB), FBX (Autodesk FBX, filesize: 498 KB), BLEND (Blender, filesize: 1.83 MB)

3D Model details

  • cgtrader Platform
  • Animated
  • Rigged
  • Ready for 3D Printing
  • VR / AR / Low-poly
  • PBR
  • Textures
  • Materials
  • UV Mapping
  • Polygons: 7513
  • Vertices: 8083
  • Geometry: No N-gons | No faceted geometry | Manifold geometry |
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