Silver Buttonwood - Conocarpus Erectus 3D model
Home Catalog Silver Buttonwood - Conocarpus Erectus 3D model

Publication date: 2025-06-11

Silver Buttonwood - Conocarpus Erectus 3D model

$40

License: Royalty Free

author:

cpmoony

All content related to this 3D asset—including renders, descriptions, and metadata — is credited to its original author, «cpmoony». CGhub does not claim copyright ownership over the content used.
  • Description
  • Formats

This collection includes 5 variations of Silver Buttonwood trees, tested in 3ds Max 2022 with Corona 12 and V-Ray 6. The models are optimized with a reasonable polycount to ensure good performance. Each tree is carefully crafted, especially the leaves, which are made using single-plane geometry to keep polygons low while still looking natural.

Formats Included:

Autodesk 3ds Max 2020 (.max) – Compatible with V-Ray 6 and Corona 12

Lumion 10 Compatible file (Autodesk FBX (safemode)

Autodesk FBX (.fbx) – Saved in 2016/2017 format(To load materials, use the included .mtt file, it will apply the multi-materials directly in Lumion. Just select the plant in Material mode and load the .mat file.)

Note for FBX users: Download the Lumion .RAR file and remove 'safemode' from the file names if you’re using them in other programs. (This will restore the original FBX format.) Don’t forget to link the textures from the maps folder

Polygons & Vertices

  1. Tree_211 519 Pol /268 778 Ver
  2. Tree_297 457 Pol /337 655 Ver
  3. Tree_292 253 Pol /348 949 Ver
  4. Tree_331 640 Pol /373 290 Ver
  5. Tree_384 446 Pol /460 480 Ver
MAX (Autodesk 3ds Max, filesize: 36.6 MB), FBX (Autodesk FBX, filesize: 98 MB), MAX (Autodesk 3ds Max, filesize: 36.6 MB), LS10 (Lumion, filesize: 98 MB), PNG (PNG, filesize: 98 MB), JPG (JPG, filesize: 98 MB)

3D Model details

  • cgtrader Platform
  • Animated
  • Rigged
  • Ready for 3D Printing
  • VR / AR / Low-poly
  • PBR
  • Textures
  • Materials
  • UV Mapping
  • Polygons: 0
  • Vertices: 0
  • Plugins used
  • Geometry: No N-gons | No faceted geometry | Manifold geometry |
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