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CSS scaleZ() Function – How to Resize Elements along Z-axis

scaleZ() transforms an element by resizing (scaling) it three-dimensionally from a fixed point along the z-axis.

Illustration of the 3D Cartesian coordinate
system

A three-dimensional Cartesian coordinate system showing the X-, Y-, and Z-axis

scaleZ() accepts a single argument. Here is the syntax:

element {
transform: scaleZ(number);
}

Note the following:

  • The scaleZ(number) function is equivalent to scale3d(1, 1, number).
  • The number argument specifies the element’s scaling factor along the z-axis.
  • Whenever you include scaling or zooming animations in your app, provide users an option to turn off animations. This option is necessary because scaling and zooming animations cause accessibility issues.

We often use scaleZ() with other CSS functions such as perspective(), translateZ(), and rotateX(). Below are some examples.

How to use scaleZ() with CSS perspective() and rotateX() functions

Section titled “How to use scaleZ() with CSS perspective() and rotateX() functions”
img {
transform: perspective(370px) scaleZ(5) rotateX(17deg);
width: 80%;
}

Try Editing It

Here’s what we did in the snippet above:

  1. We used the perspective() function to define a 370px distance between the user and the z=0 plane.
  2. The scaleZ() function specifies a scale factor of 5 for the image along the z-axis.
  3. We used the rotateX() function to rotate the image seventeen-degree (17⁰) around the x-axis.

How to use scaleZ() with CSS perspective() and translateZ() functions

Section titled “How to use scaleZ() with CSS perspective() and translateZ() functions”
img {
width: 40%;
}
.second-image {
transform: perspective(370px) scaleZ(5) translateZ(30px);
}

Try Editing It

Here’s what we did in the snippet above:

  1. We used the perspective() function to define a 370px distance between the user and the z=0 plane.
  2. The scaleZ() function specifies a scale factor of 5 for the image along the z-axis.
  3. We used the translateZ() function to reposition the second-image thirty pixels (30px) away from its original position along the z-axis.