Double-frequency orthogonal stripe depth segmentation method based on Fourier transform
A Fourier transform and depth segmentation technology, applied in the field of computer vision, can solve problems such as reducing computing speed, and achieve the effect of low computing consumption
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Embodiment 1
[0049] see Figure 1-Figure 5 , a dual-frequency orthogonal fringe depth segmentation method based on Fourier transform, comprising the following steps:
[0050] Step 101: Build as figure 1 The depth segmentation system composed of projection system, camera and measured object is shown;
[0051] Wherein, the three points where the projection system, the camera, and the measured object are located are in a triangular relationship, and the specific included angle is only related to the measurement accuracy, which is not limited in this embodiment.
[0052] Step 102: if image 3 As shown, the dual-frequency sinusoidal grating sequence that changes mutually orthogonally along the X and Y directions and a grating with a basic intensity of A are sequentially projected onto the surface of the object; Figure 4 The X and Y direction change stripes shown are the grating images;
[0053] In step 102, assume that the dual-frequency sinusoidal grating sequence IXi and I Yi (i=1,2) al...
Embodiment 2
[0090] The embodiment of the present invention shows the simulation results of segmenting multiple objects, combined below figure 1 , Figure 6 and Figure 7 The scheme in Example 1 is further introduced, see the following description for details:
[0091] Such as figure 1 As shown, in the actual measurement process, the depth segmentation system composed of the projection system, camera, and measured object is assembled and constructed into a triangulation relationship;
[0092] Among them, in the actual experiment process, the included angle between the projection system, the camera, and the object to be measured can be freely adjusted according to the size of the occlusion. The embodiment of the present invention does not limit this, only figure 1 Take the positional relationship and angle in , as an example to illustrate.
[0093] Figure 6 The highly modulated orthogonal grating sequence is shown, and the grating sequence shows that the simulation results contain mu...
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