PATCH design method for machining group holes in curved surface of aviation structural member
A technology of aviation structural parts and design methods, which is applied in the field of aviation parts processing, can solve the problems of inadaptability to processing requirements, low hole-making efficiency, and long processing time of a single drill bit, so as to ensure the processing quality of group holes and improve the hole-making efficiency Effect
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Embodiment 1
[0042] A PATCH design method for processing a group of holes on a curved surface of an aerostructure, comprising the following steps:
[0043] 1) Collect surface point data
[0044] According to the curvature distribution characteristics of the free-form surface, it is divided into different regions in the longitude and latitudinal direction, and points are evenly distributed on the boundary curve of the region with the spacing of the holes to be processed at equal intervals, and the point data of discrete points are collected. The point data includes but not limited to the coordinates of the data points;
[0045] 2) Fit the interpolation curve according to the point data
[0046] Use cubic spline curves to fit discrete point data to discrete point data in each direction, and solve the equation of the interpolation curve;
[0047] 3) Calculate the tangent vector of the discrete point along two directions, and solve the normal vector of the discrete point by cross product, th...
Embodiment 2
[0069] According to the requirements of noise reduction, hundreds of thousands of acoustic liner holes need to be made on the existing annular double-curvature surface structure of the flow channel surface of the aero-engine nacelle, and the allowable normal vector deviation is θ=±5°. The PATCH design method for engine nacelle runner surface group hole processing includes the following steps:
[0070] Collect surface point data
[0071] Analyzing the shape characteristics of the runner surface, in the direction perpendicular to the airflow, the range of curvature of the curved surface is small; in the direction parallel to the airflow, the range of curvature is large. Therefore, the directions perpendicular to the airflow and parallel to the airflow are defined as latitudinal and warp directions, respectively. Divide the strips in two directions with equal intervals between hole groups, define the intersection points of the strip boundary curves as discrete points, and extrac...
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