Method for generating geometric structure of low-altitude airway network for safe distance constraint
A distance constraint and geometric structure technology, applied in navigation calculation tools, three-dimensional position/channel control, vehicle position/route/altitude control, etc., can solve the problem of inapplicability of point-line route network
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specific Embodiment 1
[0065] The invention provides a low-altitude air route network design method based on a vertical take-off and landing unmanned aerial vehicle, and provides a new method for establishing a low-altitude air route network for the unmanned aerial vehicle. The specific implementation steps are as follows:
[0066] Step 1: Establishment of general model of route network
[0067] Similar to the flight corridor in civil aviation, the abstract drone route is expanded into a drone pipeline, thus establishing a figure 2 The three-dimensional schematic diagram of the UAV route network is shown. Wherein, the intersection refers to the intersection or end point of each air route, which may be an airport or a piece of free-flying airspace. Usually the UAV needs to go to the next route through the intersection, so it is designed as a cylinder with a certain volume to provide turning space for the UAV. All M intersections are denoted by V in graph theory. The route refers to the UAV fligh...
specific Embodiment 2
[0102] Taking a local low-altitude airspace with a length of 500m, a width of 400m and a height of 20m as an example, the present invention designs and displays the results of the route network in the low-altitude airspace based on MATLAB. The simulation and calculation process is carried out on a computer with a main frequency of 3.70Ghz, a memory of 32.0GB, and MATLABR2018b under the Win10 professional operating system. The specific implementation steps of the method are as follows:
[0103] Step 1: Establishment of general model of route network
[0104] The establishment of the general model of the route network requires two parameters: and V={I 1,2 ,I 1,3,4 ,I 2,5,6 ,I 3,5,7,8 ,I 4,7,9 ,I 8,9,10 ,I 11,12 ,I 6,11 ,I 10,12}, thus obtaining a directed graph G=(V,E) containing M=9 intersections and N=12 airways.
[0105] Step 2: Route structure design
[0106] according to Figure 4 As shown in the basic structure design route, set the parameter h for each route...
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