基于摄像机振动与测量误差关系的立体测量目标识别

S. Okazaki, Takayuki Tanaka, S. Kaneko, H. Takauji
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引用次数: 1

摘要

本研究旨在建立考虑摄像机振动的立体测量系统误差模型。首先验证了摄像机无振动和有振动情况下视差误差的分布。结果表明,在无摄像机振动和有摄像机振动两种情况下,视差误差的分布都可以近似为正态分布。摄像机振动会改变正态分布参数。测量误差的分布参数为平均值μ和标准差σ。摄像机振动参数分别考虑幅值A和频率f。为了验证测量误差分布过程中参数与摄像机振动参数之间的关系,我们利用振动测试系统进行了实验。我们把简谐运动加到立体摄像机上。在本文中,我们使用立体摄像机大黄蜂。实验结果表明,相机振动对平均μ值没有影响。我们发现标准差σ与振幅a呈正相关,标准差σ与频率f呈负相关。我们利用这些关系通过相机振动参数估计测量误差的参数。为此,建立了立体测量系统的误差模型。此外,利用测量误差参数定义了目标的存在概率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Object recognition based on relationship between camera vibration and measurement error on stereo measurement
This study aims to establish an error model of the stereo measurement system considering camera vibration. At first, we verified the distribution of disparity error under the circumstance without the camera vibration and with the camera vibration. As the result, we found that we can approximate the distribution of disparity error by normal distribution under the circumstance without camera vibration and with camera vibration. And, the parameters of normal distribution are changed by the camera vibration. The parameters of the distribution of the measurement error are average μ and standard deviation σ. The parameters of the camera vibration are considered amplitude A and frequency F. In order to verify relationships during the parameters of the distribution of measurement error and the parameters of the camera vibration, we experimented using the vibration testing system. We imposed simple harmonic motion to the stereo camera. In this paper, we use stereo camera Bumblebee. As the result of experiment, the camera vibration didn't affect average μ. We found positively correlation between standard deviation σ and amplitude A. And, we found negatively correlation between standard deviation σ and frequency F. We estimate the parameters of measurement error by the parameter of the camera vibration using these relationships. So, we establish the error model of the stereo measurement system. Moreover, we define existing probability of object using the parameter of measurement error.
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