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What is Warp Affine?

Published in Image Processing 3 mins read

Warp affine is a geometric transformation used in image processing to distort an image in a specific way. It's a type of affine transformation that involves applying a linear transformation followed by a translation.

How it works:

Imagine you have a square image and want to transform it into a parallelogram. You can achieve this using warp affine. It involves:

  1. Linear transformation: This stretches or shrinks the image along its axes (x and y).
  2. Translation: This shifts the image along its axes.

The combination of these transformations creates the desired distortion, like turning a square into a parallelogram.

Practical Applications:

Warp affine is widely used in various image processing applications, including:

  • Image registration: Aligning multiple images of the same scene taken from different perspectives.
  • Object tracking: Tracking moving objects in a video sequence by warping the image to match the object's movement.
  • Image stitching: Combining multiple images to create a larger panorama image.
  • Perspective correction: Adjusting the perspective of an image to make it appear as if it was taken from a different angle.

Key Concepts:

  • Affine Transformation: A transformation that preserves parallelism and ratios of distances. It involves a combination of linear transformation and translation.
  • Homography: A more general type of transformation that can map any four points in one image to any four points in another image. Warp affine is a special case of homography.

Example:

Let's say you want to transform a rectangular image into a trapezoidal shape. You can achieve this using warp affine by applying the following steps:

  1. Define the source points: Select four points on the rectangular image.
  2. Define the destination points: Select four points on the desired trapezoidal shape.
  3. Calculate the affine transformation matrix: This matrix defines the linear transformation and translation needed to map the source points to the destination points.
  4. Apply the transformation: Use the calculated matrix to warp the image and create the trapezoidal shape.

Conclusion:

Warp affine is a powerful tool for image processing, allowing you to distort images in a controlled and predictable way. It's a versatile technique used in various applications, from image registration to perspective correction.

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