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Current page: Add 3D Isometric Perspective to Figma images - This tutorial shows how to turn an uploaded image or selected Figma layer into a 3D isometric perspective with Convertify, adjust its view, add it to the canvas, and update it later.. Machine-readable page: /convertify/tutorials/add-3d-isometric-perspective-to-figma-images.md.

Add 3D Isometric Perspective to Figma images

This tutorial shows how to turn an uploaded image or selected Figma layer into a 3D isometric perspective with Convertify, adjust its view, add it to the canvas, and update it later.

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What this video covers

This tutorial shows how to use Convertify to turn a flat image into a 3D isometric perspective directly in Figma. You can use an existing Figma layer or upload an image from your computer, rotate, pan, and zoom the preview, then add the chosen 3D isometric perspective to the canvas as a new rendered image layer.

Things you'll need

  • Figma
  • Convertify Figma plugin
  • An image layer in Figma or an image file on your computer

Steps

  1. Open Convertify in a new or existing Figma file.
  2. Click Import into Figma, choose Import 3D to Figma, then select Image to 3D Perspective.
  3. Select one image layer in Figma and click Use selected Figma layer, or upload an image from your computer.
  4. Drag the preview to rotate it, hold Command on macOS or Ctrl on Windows and Linux while dragging to pan, and scroll to zoom.
  5. Click Add to canvas to insert the chosen 3D isometric perspective as a new rendered Figma layer.
  6. Keep that inserted layer selected, adjust the preview, then click Update canvas to replace its rendered 3D isometric perspective.
  7. To use another image, click Load another, drop an image directly onto that button, or select a different Figma layer and click Use selected Figma layer.
  8. Convertify keeps the current angle, pan position, and zoom for the next image. Click Reset view first if you want the next image to use the default 3D isometric perspective.

The source image stays unchanged. Convertify adds the 3D isometric perspective as a separate high-resolution rendered image layer.

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