Cone beam CT circular-linear track back projection filtering reconstruction method
A back-projection and trajectory technology, applied in the field of CT scanning imaging, to improve image quality and expand the scope of application
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Embodiment 1
[0043] Embodiment one, see figure 1 with 2As shown, a cone-beam CT circle plus straight line trajectory back-projection filter reconstruction method includes the following steps:
[0044] Step 1. According to the working principle of the cone beam CT system, respectively establish the detector coordinate system, and the world coordinate system for the circle plus straight line scanning trajectory and the spatial position of the object to be scanned;
[0045] Step 2. Reconstruct the cylindrical area according to the size of the object to be scanned and the object, and use the formula Determine the length of the shortest straight line segment required for scanning, where H represents the height of the object reconstruction cylinder area, r represents the radius of the object reconstruction cylinder area, and R represents the radius of the circular scanning trajectory;
[0046] Step 3. The object to be scanned is irradiated and projected, and the area to be reconstructed is re...
Embodiment 2
[0049] Embodiment two, see Figure 1-8 As shown, a cone-beam CT circle plus straight line trajectory back-projection filter reconstruction method includes the following content:
[0050] According to the working principle of the cone-beam CT system, the detector coordinate system, and the world coordinate system for the circle plus straight line scanning trajectory and the spatial position of the object to be scanned are respectively established; according to the size of the object to be scanned and the reconstruction cylinder area of the object, the required scanning distance is determined. The length of the shortest straight line segment; the object to be scanned is irradiated and projected, and the area to be reconstructed is reconstructed by the M-line reconstruction method according to the scanning trajectory of the circle plus the straight line trajectory, and the M-line reconstruction result is obtained; the M-line reconstruction result is resampled , to get the final...
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