An autonomous hazard avoidance method suitable for high-speed surface unmanned boats
An unmanned boat, dangerous technology, applied in two-dimensional position/channel control, vehicle position/route/altitude control, instrument and other directions, can solve the obstacle instability, does not mention the obstacle avoidance course of high-speed unmanned boat Stability requirements and other issues to avoid the effect of heading adjustment
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Embodiment 1
[0024] combine Figure 8 , the autonomous danger avoidance method suitable for high-speed surface unmanned boats of the present invention comprises the following steps:
[0025] Step 1: Obtain the current UAV status, command information and surrounding obstacle information.
[0026] Step 2: Improve the stability of obstacles in the environment model through a high-confidence local environment modeling method.
[0027] Step 3: Output the stabilized obstacle information in the current environment model.
[0028] Step 4: Improve the heading stability in the collision avoidance process through a highly reliable heading stability maintaining method based on speed obstacles.
[0029] Step 5: Output new command information.
[0030] The basic principle of the high-confidence local environment modeling method described in step 2 is to fully consider the influence of the radar blind area, update the obstacle position and size information in real time outside the radar blind area, an...
Embodiment 2
[0038] combine figure 1 In the process of autonomous navigation, unmanned boats need to make judgments on possible collisions and take corresponding evasive measures. In the figure, A is the current position of the surface unmanned boat, with the speed V A , the boat heading angle α advances (in the marine environment, the surface unmanned boat is simplified to a point). B is a circular obstacle whose radius is R and whose center is at B, and the speed is V B , the boat heading angle β forward. △V is V A with V B The resultant velocity of , in the direction of The angle between the line connecting the sight line AB is γ. Decompose △V into the sub-velocity V along the line of sight AB S and the minute velocity V perpendicular to the AB direction θ :
[0039]
[0040] combine figure 2 , with the current position of the unmanned boat as the origin, the bow direction of the boat is the positive X axis, and the port side is the positive Y axis, and the relative motio...
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