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Position accuracy and sensitivity due to distance error and beacon position in the localization system using ultrasonic wave

机译:使用超声波定位系统中的距离误差和信标位置引起的定位精度和灵敏度

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This paper presents the position accuracy and sensitivity for the robot localization system using the ultrasonic wave. This localization system consists of many beacons and a receiver. Many beacons are located in the absolute coordinate defined by user and a receiver is loaded in the robot. The robot position can be computed from the known beacon positions and more than three distance information between the receiver and beacons measured by ultrasonic wave. But the distance measured by ultrasonic wave includes errors that are limited by ultrasonic sensor efficiency. We found that ±2cm tolerance for measured distance in Threshold method is independent with the distance range. Since more than 3 beacons are used, Least-Square-Method are used to compute the receiver position. This paper derives the method of position accuracy and sensitivity due to distance error by using Taylor Expansion and SVD(Singular Value Decomposition) method.
机译:本文介绍了使用超声波的机器人定位系统的位置精度和灵敏度。该本地化系统包括许多信标和接收器。许多信标位于用户定义的绝对坐标中,并且在机器人中加载接收器。可以从已知的信标位置和通过超声波测量的接收器和信标之间的多于三个距离信息来计算机器人位置。但超声波测量的距离包括由超声波传感器效率受限的误差。我们发现,以阈值法测量距离的±2cm公差与距离范围无关。由于使用了超过3个信标,因此使用最小二乘法来计算接收器位置。本文通过使用泰勒膨胀和SVD(奇异值分解)方法来源于距离误差引起的定位精度和灵敏度的方法。

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