基于强化学习的无人机智能飞行控制器

F. Khan, M. N. Mohd, R. M. Larik, Muhammad Danial Khan, Muhammad Inam Abbasi, Susama Bagchi
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引用次数: 2

摘要

传统的飞行控制器由比例积分导数(PID)组成,虽然具有优势的稳定性控制,但需要较高的人为干预。在本研究中,开发了一种用于控制无人机的智能飞行控制器,该控制器为飞行控制器提供了无操作机构。它使用了一个经过强化学习技术训练的神经网络。设计了多种执行器(俯仰,偏航,滚转和速度),下一代飞行控制器直接训练来控制自己的飞行决策。它还优化了不同于传统演员和评论家网络的学习算法。代理从环境中获取状态信息,并根据来自环境的传感器数据计算奖励函数。然后,代理接收观察结果,以识别状态和奖励函数,并激活算法来执行动作。结果表明,训练后的由奖励函数组成的神经网络在无人机仿真和实时控制中的性能。实验结果表明,该方法具有较高的响应精度。使用相同的框架表明,即使在不利的初始条件下存在障碍物,无人机也可以可靠地悬停在空中。在2500、5000、7500和10000集的飞行过程中,在归一化值0和−4000之间计算奖励函数。每一集的计算时间为15微秒。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Smart Flight Controller based on Reinforcement Learning for Unmanned Aerial Vehicle (UAV)
Traditional flight controllers consist of Proportional Integral Derivates (PID), that although have dominant stability control but required high human interventions. In this study, a smart flight controller is developed for controlling UAVs which produces operator less mechanisms for flight controllers. It uses a neural network that has been trained using reinforcement learning techniques. Engineered with a variety of actuators (pitch, yaw, roll, and speed), the next-generation flight controller is directly trained to control its own decisions in flight. It also optimizes learning algorithms different from the traditional Actor and Critic networks. The agent gets state information from the environment and calculates the reward function depending on the sensors data from the environment. The agent then receives the observations to identify the state and reward functions and the agent activates the algorithm to perform actions. It shows the performance of a trained neural network consisting of a reward function in both simulation and real-time UAV control. Experimental results show that it can respond with relative precision. Using the same framework shows that UAVs can reliably hover in the air, even under adverse initialization conditions with obstacles. Reward functions computed during the flight for 2500, 5000, 7500 and 10000 episodes between the normalized values 0 and −4000. The computation time observed during each episode is 15 micro sec.
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