超声定位中测距角度引入误差的补偿方法
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TN911. 72 TH712

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国家重点研发计划(2018YFC1405902)、国家高技术研究发展计划 863 计划(2013AA102306)项目资助


Compensation method of the error caused by ranging angle in ultrasonic positioning
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    摘要:

    为了解决超声测距角度引入的误差难以有效补偿的问题,基于函数逼近理论和方法,提出了一种超声测距角度引入误 差的补偿方法。 首先对超声脉冲的传播和入射过程进行了仿真,仿真结果说明不同测距角度下的超声脉冲的传播速度不同,成 为引入误差的媒介。 然后通过实验分析了此媒介作用下的测距角度与误差的相关关系,采用基函数模型组合的方法构建了超 声测距角误差模型。 最后,针对模型自变量(测量距离和测距角度)必须是已知值,不能在实际中实现误差补偿的问题,将测距 的测量值作为迭代运算的变量,将模型作为迭代运算的关系式,设计了一种超声测距角度引入误差的补偿算法。 经实测验证, 该算法在测距角度变化时,可以使测距误差的均值小于 1. 1 mm,有效地补偿了测距角度引入的误差,提高了超声定位的精度。

    Abstract:

    In order to solve the problem that it is difficult to effectively compensate the error caused by the angle in ultrasonic ranging, based on the theory and method of function approximation, a compensation method of the error caused by the angle in ultrasonic ranging is proposed. Firstly, the propagation and incidence process of ultrasonic pulse are simulated. The simulation results show that the propagation speed of ultrasonic pulse is different under different ranging angles, which becomes the medium of error introduction. Then, the correlation relationship between the ranging angle and the error under the action of this medium is analyzed through experiments, the basis function model combination method is used to construct the ultrasonic ranging angle error model. Finally, aiming at the problem that the model independent variables (measured distance and ranging angle) must be known values, and error compensation cannot be achieved in practice, the measured value of ranging is taken as the variable of the iterative calculation, the model is taken as the relational expression of the iterative calculation, and a compensation algorithm of the error caused by the ultrasonic ranging angle is designed. The actual measurement verifies that the algorithm can make the average value of the ranging error less than 1. 1 mm when the ranging angle changes, which effectively compensates the error caused by the ranging angle and improves the accuracy of ultrasonic positioning.

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吕迎春,田建艳,陈 燕,乔晓杰,吴海超.超声定位中测距角度引入误差的补偿方法[J].仪器仪表学报,2021,(7):28-37

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  • 在线发布日期: 2023-06-28
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