Free Forming Dynamic Optimization Method for Geometric Precise Position of Head and Tail of 3D Elbow
A three-dimensional, head-to-tail technology is applied in the field of free-form dynamic optimization of the geometrically accurate positions of the head and tail of a three-dimensional elbow of an aerospace vehicle, and achieves the effect of important engineering application value, simple and feasible method, and obvious economic benefits.
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Embodiment 1
[0047]The first step is to establish a planar elbow with an outer diameter of 20mm, a wall thickness of 6mm, a straight section length of 500mm, 700mm, 900mm, and 435mm, and an arc section radius of 300mm, 400mm, and 250mm ( Figure 4 Shown) the geometric shape parameters of the straight section, transition section, and curved section to shape the first section of bending.
[0048] In the second step, during the forming process, the laser scanning device carried by the manipulator dynamically scans the first bending section to obtain the starting point P 0 , node P 1 and P 2 coordinates, and feedback the geometric data to the control software;
[0049] The third step is to compare the actual bending result with the theoretical digital model through three-dimensional modeling, and calculate the error value between the actual bending angle and the theoretical bending angle of the first segment;
[0050] The fourth step is to modify the relationship between the bending radius ...
Embodiment 2
[0053] The first step is to create a three-dimensional elbow with an outer diameter of 20mm, a wall thickness of 6mm, a straight section length of 320mm, 4800mm, and 250mm, and a radius of the arc section of 135mm ( Figure 4 Shown) the geometric shape parameters of the straight section, transition section, and curved section to shape the first section of bending.
[0054] In the second step, during the forming process, the laser scanning device carried by the manipulator dynamically scans the coordinate T of the starting point of the first segment 0 , node T 1 and T 2 , and feedback the geometric data to the control software;
[0055] The third step is to compare the actual bending result with the theoretical digital model through three-dimensional modeling, and calculate the error value between the actual bending angle and the theoretical bending angle of the first segment;
[0056] The fourth step is to modify the relationship between the bending radius and the eccentric...
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