Wrist point and arm point extraction method based on depth camera
A technology of depth camera and extraction method, applied in computer parts, character and pattern recognition, instruments, etc., can solve the problems of single gesture and limited application scope, and achieve the effect of small calculation amount
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Embodiment 1
[0078] Example 1: Segmentation of the hand region
[0079] see figure 1 and figure 2 As shown, the present invention utilizes the depth map provided by the Kinect depth camera and the three-dimensional position of the palm point provided by OpenNI / NITE to segment the hand region. Then, the precise hand region is extracted using the lookup table built by the Bayesian skin color model.
Embodiment 2
[0080] Example 2: Extraction of wrist points
[0081] see Figure 3 to Figure 5 As shown, first extract the contour of the hand area, and then extract the convex hull of the contour, obtain the contour corresponding to the longest line segment of the convex hull, calculate the distance from each point on the contour to the longest line segment, and the distance to the longest line segment The largest contour point is an endpoint of the wrist.
[0082] The wrist endpoint is a vertex, and any point on the contour is taken as another vertex, and the two vertices are the two vertices on the diagonal of the rectangle, and a rectangle parallel to the coordinate axis is made, and then it is judged whether each point on the rectangle is in the contour on or inside the outline. A rectangle is not an inscribed rectangle if there are points outside the outline on the rectangle. Use this method to traverse the points on each contour, and make a rectangle with two vertices diag...
Embodiment 3
[0083] Example 3: Extraction of arm points
[0084] see Figure 6 to Figure 8 As shown, take a point on the contour, take this point as the base point, take a point on the contour as a line segment, take the midpoint of the line segment as the center of the circle, and the length of the line segment as the diameter to make a circle, and judge the distance from all points on the contour to the center of the circle. If the contour If the distance from one or more points to the center of the circle is less than the radius, it proves that the circle is not an inscribed circle.
[0085] Continue to take the center of the line connecting the next contour point and the base point as the center of the circle, and the distance between the two points is the diameter to make a circle, and judge whether it is an inscribed circle. Until all the points on the contour have been traversed, the base point will take the next contour point as the base point, and then make a circle with each...
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