A modular collection of Robert Penner's easing equations for smooth animations and transitions.
eases is a JavaScript library that provides a modular collection of Robert Penner's easing equations. It solves the problem of creating smooth, natural animations and transitions by offering a set of mathematical functions that remap time values, allowing developers to apply various easing curves like quad, cubic, elastic, and bounce.
JavaScript developers, particularly those working on animations in web applications, games, or data visualizations who need precise control over motion timing.
Developers choose eases for its modularity, allowing them to import only the specific easing functions they need, and its adherence to the widely recognized Penner easing equations, ensuring consistent and reliable animation behavior.
a grab-bag of modular easing equations
Open-Awesome is built by the community, for the community. Submit a project, suggest an awesome list, or help improve the catalog on GitHub.
Each easing function is in a separate file, allowing developers to require only what they need, which minimizes bundle size as emphasized in the README's examples.
Implements Robert Penner's classic equations, ensuring animations are consistent and reliable, a key feature highlighted in the GitHub description.
All functions share the signature v = ease(t), making integration straightforward and reducing cognitive load, as noted in the usage section.
The main entry point exports all functions in camelCase, providing flexibility between bulk and selective imports, as described in the README.
Only provides time-based easing functions without support for advanced features like animation chaining or callbacks, which requires manual implementation for complex animations.
The README lacks detailed examples, tutorials, or visual references for easing curves, making it harder for newcomers to implement beyond basic usage.
Uses CommonJS require syntax, which may not integrate seamlessly with modern ES module-based projects without additional tooling or transpilation.