Package Exports
- dom-css-transform
This package does not declare an exports field, so the exports above have been automatically detected and optimized by JSPM instead. If any package subpath is missing, it is recommended to post an issue to the original package (dom-css-transform) to support the "exports" field. If that is not possible, create a JSPM override to customize the exports field for this package.
Readme
dom-css-transform
Applies a CSS transform
to a DOM element's style, accepting a string, array matrix, or discrete components to be recomposed according to W3C's animation spec. Also handles vendor prefixing.
var transform = require('dom-css-transform')
var div = document.createElement('div')
//typical string style
transform(div, 'translateX(25px) rotateX(25deg)')
//a flat mat2d (9 elements) or mat4 (16 elements) array
var matrix = [0.5, 0, 0, 0.25, 0, 0]
transform(div, matrix)
//results in 3D "matrix3d()"
transform(div, {
scale: [x, y, z],
translation: [x, y, z]
rotation: [x, y, z]
})
//results in 2D "matrix()"
transform(div, {
rotation: [0, 0, -Math.PI],
translation: [-15, 25],
scale: [0.15, 0.5]
})
// result --> "matrix(-0.15, 0, 0, -0.5, -15, 25)"
//reset to identity
transform(div, null)
// result --> "none"
Usage
transform(element, opt)
Applies a CSS transform to the given DOM element
, using the specified options. Types supported:
string
like"translateX(25px) rotateZ(25deg)"
or"matrix(0.5,0,0,1,0,0)"
- array of 16 elements (4x4 matrix) or 9 elements (3x2 matrix for 2D transformations)
- an object with discrete components.
- null or undefined, which leads to identity transform (i.e.
"none"
)
When an object is specified, the components can be:
translation
an array of[x, y]
or[x, y, z]
in pixelsrotation
an array of[x, y, z]
in radiansscale
an array of[x, y]
or[x, y, z]
(z component defaults to 1)skew
an array of[x, y]
or[x, y, z]
perspective
an array of[x, y, z, w]
quaternion
can be specified ifrotation
is undefined; it's an array of[x, y, z, w]
components
The components are re-composed into a 4x4 matrix according to mat4-recompose.
License
MIT, see LICENSE.md for details.