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Pure CSS Bezier Curve Motion Paths: Three Methods Compared

Are you a Bezier curve enthusiast? Their elegance and mathematical properties make them ideal for various applications, including vector graphics (SVG, fonts), animation timing, and, as we'll explore, CSS motion paths.

This article details three CSS-only methods for animating elements precisely along a 2D cubic Bezier curve, avoiding JavaScript. We'll examine each approach, its strengths, and weaknesses.

Quick Recap: Cubic Bezier Curves

A cubic Bezier curve is defined by four points: two endpoints (P0, P3) and two control points (P1, P2). The curve's shape is determined by the control points' positions relative to the endpoints.

The Challenge: Precise CSS Animation Along a Bezier Curve

The goal is to animate an element to follow a given cubic Bezier curve using only CSS.

Pure CSS Bezier Curve Motion Paths

Let's explore three solutions:

Method 1: Time Warp (using animation-timing-function)

This method leverages the cubic-bezier() function within animation-timing-function. Separate animations control the x and y coordinates, with cubic-bezier() distorting time for each axis to match the curve.

  • Pros: Relatively straightforward for those familiar with the cubic-bezier() timing function hack.
  • Cons: Doesn't work when endpoints are on a horizontal or vertical line (easily mitigated with a small offset), limited to cubic Bezier curves, and offers limited control over animation timing beyond the cubic-bezier() parameters.

Method 2: Competing Animations (using multiple @keyframes)

This method uses multiple @keyframes rules that subtly interact. The animations modify the transform property, with later animations building upon the transformations applied by earlier ones. This allows for a surprisingly elegant solution, even for cubic curves.

  • Pros: Simple CSS, supports any CSS animation-timing-function, and can easily extend to 3D curves.
  • Cons: The formulas for calculating the keyframes can be less intuitive.

Method 3: Standard Bezier Curve Construction (using CSS Variables and @property)

This approach directly mimics the mathematical construction of a Bezier curve. It uses CSS variables and @property to define and animate intermediate points, ultimately creating the complete curve.

  • Pros: Intuitive for those understanding Bezier curve construction, easily extends to higher-order curves and 3D, and flexible animation timing.
  • Cons: Relies on @property, which isn't universally supported by all browsers.

Animation Timing Considerations

All methods support various animation timing functions (animation-timing-function). Methods 2 and 3 directly apply these functions, while Method 1 requires careful adjustment of the cubic-bezier() parameters to achieve the desired effect.

Conclusion

Each method offers a unique approach to animating along a Bezier curve with pure CSS. The best choice depends on your familiarity with the techniques, browser compatibility requirements, and the level of control needed over animation timing. Method 2 provides a good balance of simplicity and flexibility for most scenarios.

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