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Warp stabilizer requires dimensions to match
Warp stabilizer requires dimensions to match




warp stabilizer requires dimensions to match

Transforms = np.zeros((n_frames-1, 3), np.float32)

Warp stabilizer requires dimensions to match code#

Make sure to read the comments in the code to follow along. The code below goes over steps 3.1 to 3.3. We store these values in an array so we can change them smoothly. Once we have estimated the motion, we can decompose it into x and y translation and rotation (angle). This is done using the function estimateRigidTransform. So we can use these two sets of points to find the rigid (Euclidean) transformation that maps the previous frame to the current frame. In other words, we found the location of the features in the current frame, and we already knew the location of the features in the previous frame. In step 3.2, we used optical flow to track the features.

warp stabilizer requires dimensions to match

To recap, in step 3.1, we found good features to track in the previous frame. Fortunately, as you will see in the code below, the status flag in calcOpticalFlowPyrLK can be used to filter out these values.

warp stabilizer requires dimensions to match

For example, the feature point in the current frame could get occluded by another object in the next frame. An image pyramid in computer vision is used to process an image at different scales (resolutions).ĬalcOpticalFlowPyrLK may not be able to calculate the motion of all the points because of a variety of reasons. In the name calcOpticalFlowPyrLK, LK stands for Lucas-Kanade, and Pyr stands for the pyramid. It is implemented using the function calcOpticalFlowPyrLK in OpenCV. Once we have found good features in the previous frame, we can track them in the next frame using an algorithm called Lucas-Kanade Optical Flow named after the inventors of the algorithm. It is called goodFeaturesToTrack (no kidding!). Fortunately, OpenCV has a fast feature detector that detects features that are ideal for tracking. So, smooth regions are bad for tracking and textured regions with lots of corners are good. It is based on a two-dimensional motion model where we apply a Euclidean (a.k.a Similarity) transformation incorporating translation, rotation, and scaling. We will learn a fast and robust implementation of a digital video stabilization algorithm in this post. The second stage filters out unwanted motion and in the last stage the stabilized video is reconstructed.

warp stabilizer requires dimensions to match

The transformation parameters between two consecutive frames are derived in the first stage. There are three main steps - 1) motion estimation 2) motion smoothing, and 3) image composition.

  • Digital Video Stabilization: This method does not require special sensors for estimating camera motion.
  • This method employs a moveable lens assembly that variably adjusts the path length of light as it travels through the camera’s lens system.
  • Optical Video Stabilization: In this method, instead of moving the entire camera, stabilization is achieved by moving parts of the lens.
  • Mechanical Video Stabilization: Mechanical image stabilization systems use the motion detected by special sensors like gyros and accelerometers to move the image sensor to compensate for the motion of the camera.
  • Video Stabilization approaches include mechanical, optical and digital stabilization methods. Learn More Different Approaches to Video Stabilization






    Warp stabilizer requires dimensions to match