Foot trap caltrops crows feet Low-poly 3D model
Home Catalog Foot trap caltrops crows feet Low-poly 3D model

Publication date: 2023-09-21

Buy Foot trap caltrops crows feet Low-poly 3D model

$6

License: Royalty Free

author:

pulex1

All content related to this 3D asset—including renders, descriptions, and metadata — is credited to its original author, «pulex1». CGhub does not claim copyright ownership over the content used.
  • Description
  • Formats

Low-poly historical accurate reconstruction of differently styled caltrops. Caltrops are an defensive area denial weapon made from sharp and pointy metal bars. Their purpose was to slow down cavalry and infantry and to injure foots to temporarily incapacitate advancing enemies. For this purpose, they were spread over a large area on the expected deployment area of the enemy before or during a battle. On most soils, such as grass, sand and fields, crow's feet are difficult to see in the rush of a battle.

The file includes:

  • Two different caltrop that can be thrown to the ground (simple and hooked). Size approx. 7x7x7 cm
  • 3 different caltrops or spikes that have to be placed and fixed in the ground. Their metal spikes are fixed to a wooden stick that goes into the ground. (simple spike, hooked and double hooked) Size including stick approx. 1.5x1.5x18 cm

Polys/Verts

  • Caltrop (86/88)
  • Caltrop hooked (130/128)
  • Spike (41/52)
  • Spike hooked (52/62)
  • Spike hooked double (63/72)

Further Information

Models are:

  • Fully mapped and textured with PBR material (1k).
  • In real world scale (centimeters).
  • Logically grouped, layered, attached and named.
  • Pivots are placed correctly
MAX (Autodesk 3ds Max, filesize: 5.2 MB), OBJ (OBJ, filesize: 80 KB), FBX (Autodesk FBX, filesize: 72.3 KB), 3DS (3D Studio, filesize: 42 KB)

3D Model details

  • cgtrader Platform
  • Animated
  • Rigged
  • Ready for 3D Printing
  • VR / AR / Low-poly
  • PBR
  • Textures
  • Materials
  • UV Mapping
  • Polygons: 372
  • Vertices: 402
  • Geometry: No N-gons | No faceted geometry | Manifold geometry |
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