Silverfish aparejado modelo 3d
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Licencia Libre de DerechosTodos los usos extendidos
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Presupuesto
- Geometríapolygonal_quads/tris
- Poligonos55,049
- Vértices78,008
- TexturasYes
- AparejadoYes
- AnimadoNo
- Listo para imprimir en 3DNo
- Juego listo (polietileno baja)No
- Mapeado UVYes
- UV sin envolvernon-overlapping
Descripción
This Silverfish Rigged is a high end, photorealistic 3D model, that is created to help you add the realism to your project.The model is suitable for any visual production - broadcast, high-res film close-ups, advertising, games, design visualization, forensic presentation, etc.
The model was originally created in 3Ds Max 2012, then fully textured and rendered using V-Ray.
All geometry and visual aspects of the model are optimized to give you highest possible quality for up to 2k renders. There is no post-production used on any of the renders you see.
Features:
-This model is accurately sized to match the real object.
-Objects are grouped and named according to their real purpose, allowing the model to be rigged and animated easily.
-Clean and optimized topology is used for maximum polygon efficiency.
-Model is fully sub-dividable to allow Turbosmooth Iterations to increase mesh smoothness if needed.
-All textures and materials are tailored and applied for high quality render results.
-All objects have fully unwrapped UVs.
-No extra plugins are needed for this model.
-Lights and cameras are not included in the scenes.
-Model is rigged and allows easy movement and animation of the model.
Specifications:
-Model is included in 3 file formats.
-3ds Max V-Ray Rigged
-3ds Max Mental ray Rigged
-OBJ
-Model consists of 55049 Faces and 78008 Vertices.
-Model Dimensions: 1.62cm x 2.74cm x 0.98cm
-Units in all formats: #centimeters
-All Textures are PNG format with the following resolutions:
- 4096 x 4096 px
Additional Notes:
This model was created for 58 hours form our Leading 3D artists to ensure you get the best quality model and save precious production time.
- This model contains poles (more than 5 edges that converge to a single vertex.)
If you have any questions, you can contact us through support. Just send a support ticket!
Sep 13, 2020
Fecha Agregada
Oct 01, 2022
última actualización
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