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Entire Region Filling in Indoor Environments using Neural Networks

机译:使用神经网络填充室内环境中的整个区域

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Entire region filling is a special type of robot path planning strategy that requires the mobile robot to cover every part of the whole workspace, which has many applications such as cleaning robots, vacuum cleaners, painter robots, land mine detectors, lawn mowers, and windows cleaners. In this paper, a novel biologically inspired neural network approach is proposed for entire region filling with obstacle avoidance of a mobile cleaning robot in a nonstationary environment. The dynamics of each neuron in the topologically organized neural network is characterized by a shunting equation or an additive equation derived from Hodgkin and Huxley (1952)'s membrane equation. There are only local lateral connections among neurons. Thus the computational complexity linearly depends on the neural network size. The robot path is autonomously generated from the dynamic activity landscape of the neural network and the previous robot location. The proposed model algorithm is computationally efficient. It can deal with unstructured environment with irregular obstacles. The effectiveness of the proposed model is demonstrated by simulation results.
机译:整个区域填充是一种特殊的机器人路径规划策略,要求移动机器人覆盖整个工作区的每个部分,它具有许多应用程序,例如清洁机器人,吸尘器,油漆机器人,地雷探测器,割草机和窗户清洁工。在本文中,提出了一种新颖的具有生物启发性的神经网络方法,用于在非平稳环境中对整个区域进行填充并避免移动清洁机器人的障碍。拓扑组织的神经网络中每个神经元的动力学特征均来自于Hodgkin和Huxley(1952)的膜方程的分流方程或加法方程。神经元之间只有局部横向连接。因此,计算复杂度线性地取决于神经网络的大小。机器人路径是根据神经网络的动态活动情况和先前的机器人位置自动生成的。所提出的模型算法在计算上是有效的。它可以应对不规则障碍的非结构化环境。仿真结果证明了所提模型的有效性。

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