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Application of particle filter in high accuracy geometry measurement

机译:粒子滤波器在高精度几何测量中的应用

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In order to enhance the adaptability of visual inspection systems to different environmental illuminations and backgrounds in projects, to eliminate the interference owing to various disturbances, such as the noises of inside circuits, the ideal model and the actual situation with the disturbances of noise of a gray transition region of a target edge was investigated and a new self-adaptive method for noise elimination and image segmentation based on a particle filter was proposed. First, the noise particle set of the pixels in the gray transition region of the target edge at the initial time was established, posterior probability density of noise particle was acquired through the recursive Bayesian estimation method, and disturbances on pixels of the gray transition region of the target edge was eliminated. Then, the iterate result of the precise edge position was estimated for the instability of the grey value of pixels in the gray transition region of the target edge. Finally, the geometrical parameters of the target concerned were solved with the computation of the data of the complete contour extracted. Using the method, the angle measurement accuracy is less than 0.0068 degrees, and the standard deviation is 0.00123; the diameter ratio measurement accuracy is less than 0.00057 degrees, and the standard deviation is 8.67215E-5. In conclusion, the proposed algorithm can quickly and precisely achieve the noise elimination and image segmentation.
机译:为了提高视觉检查系统,以不同的环境照明和背景的项目中的适应性,以消除干扰由于各种扰动,如内部电路的噪声,理想的模型,并用的噪声的干扰的实际情况研究了目标边缘的灰色过渡区域,提出了一种新的自适应方法,用于基于粒子滤波器的噪声消除和图像分割方法。首先,建立了初始时间的目标边缘的灰色过渡区域中的像素的噪声粒子集,通过递归贝叶斯估计方法获得了噪声粒子的后验概率密度,以及灰色过渡区域的像素上的扰动取消了目标边缘。然后,估计精确边缘位置的迭代结果以估计目标边缘的灰色过渡区域中的像素的灰度值的省略性。最后,通过计算提取的完整轮廓的数据来解决有关目标的几何参数。使用该方法,角度测量精度小于0.0068度,标准偏差为0.00123;直径比测量精度小于0.00057度,标准偏差为8.67215E-5。总之,所提出的算法可以快速且精确地实现噪声消除和图像分割。

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