Spline - 3D Design tool in the browser with real-time collaboration
网页Spline is a free 3D design software with real-time collaboration to create web interactive experiences in the browser. Easy 3d modeling, animation, textures, and more.
Spline (mathematics) - Wikipedia
网页Single knots at 1/3 and 2/3 establish a spline of three cubic polynomials meeting with C 2 parametric continuity. Triple knots at both ends of the interval ensure that the curve interpolates the end points. In mathematics, a spline is a …
Spline - 3D Design tool in the browser with real-time collaboration
网页Download the Spline design app on desktop for macOS or Windows. Create and collaborate in real-time in 3D for free. Get started now!
Spline -- from Wolfram MathWorld
网页2024年8月22日 · Spline. A piecewise polynomial function that can have a locally very simple form, yet at the same time be globally flexible and smooth. Splines are very useful for modeling arbitrary functions, and are used extensively in computer graphics.
Spline Pricing - Interactive 3D experiences in real-time in the …
网页Create and collaborate on 3D designs for free. Real-time collaboration, animations, textures and more. Upgrade your Spline subscription for extra features and collaboration with your team.
Spline Viewer - Easily embed 3D in your website
网页Spline is a free, real-time collaborative 3D design tool to create interactive experiences within the browser. Easy 3d animations, models, textures, and more.
What is Spline? - What’s new in Spline Beta
网页Spline is a web-based collaborative design platform for creating production-ready interactive experiences in multiple dimensions. It redefines the entire process of creating 3D content, making it simple and accessible to designers worldwide.
How is Spline different?
网页Similar to traditional tools like Blender, 3DS Max, Autodesk Maya, and Google SketchUp; Spline also enables you to create 3D content, but there are some fundamental differences: Spline is multi-user and collaborative.
Spline Docs
网页This documentation describes the core features of Spline. We will update the content as new features get implemented.
网页Likewise, evaluating the resulting spline is a two-step process: given x, we first determine the index i for which x ∈ [x i,x i+1](to what piece does x belong?), then we evaluate s(x) = s i(x) using the calculated coefficients. 5
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