程式化太空宇航员角色集 M1 3D 模型

- 请求作者的产品支持
- 可用的格式:
- 项目 ID:611399
- 日期: 2025-11-12
- 多边形:29624
- 顶点:24905
- 动画:No
- 纹理:No
- 操纵:No
- 材料:
- 低聚:No
- 集合:No
- UVW 贴图:No
- 使用插件:
- 打印准备:No
- 3D扫描:No
- 成人内容:No
- PBR:No
- 人工智能培训:
- 几何:Polygonal
- 包装 UVs:No
- 日期:100
描述
The 3D model 'Stylized Space Astronaut Character Set M1' is an unbranded design made for professional projects.
A set of three stylized 3D characters in space suits with different body types. Modern minimalist design with smooth surfaces and mirrored visors.
Developed in Blender and optimized for Cycles rendering, it features realistic proportions and a generalized form, making it suitable for mid to wide shots across various visual contexts. This 3D model is ideal for renderers, videos, video advertising, VFX, motion graphics, and the film industry. While the 3D model is not intended for close-ups or technical visualization, it performs reliably in cinematic scenes and general-purpose use. Materials are tuned for efficient and flexible rendering workflows. Also available in 3ds Max with V-Ray materials. Other file formats (FBX, OBJ, STL) include standard materials only, without physically based settings.
3D model available in these formats:
- BLEND (Blender 4.4, Cycles)
- MAX (3ds Max 2023, V-Ray 6.1)
- MAX (3ds Max 2015, V-Ray 3.6)
- FBX 2020 – from 3ds Max
- FBX 7.4 (2014/2015) – from Blender
- OBJ (Wavefront)
- STL (Stereolithography)
Geometry:
- Polygons: 29 624
- Triangles: 49 598
- Edges: 54 423
- Vertices: 24 905
Scene details:
- All details are at a 100,100,100 scale
- Model has real-world scale and is centered at X: 0, Y: 0
- No cleanup required – just drop the model into your scene and start rendering
需要更多的格式吗?
如果你需要一个不同的格式,请打开一个新的支持票和为此请求。我们可以转换到 3D 模型: .stl, .c4d, .obj, .fbx, .ma/.mb, .3ds, .3dm, .dxf/.dwg, .max. .blend, .skp, .glb. 免费格式转换我们不转换 3d 场景 以及 .step, .iges, .stp, .sldprt 等格式。!
使用信息
程式化太空宇航员角色集 M1 - 您可以根据基本许可或扩展许可,将此免版税 3D 模型用于个人或商业用途。基本许可涵盖大多数标准用例,包括数字广告、设计和可视化项目、商业社交媒体账户、原生应用、Web 应用、视频游戏以及实体或数字最终产品(免费和出售)。
扩展许可包含基本许可授予的所有权利,没有任何使用限制,并允许在免版税条款下将 3D 模型用于无限的商业项目。
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