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Vibration error compensation algorithm in the development of laser interference absolute gravimeters

机译:激光干涉绝对重力仪开发中的振动误差补偿算法

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摘要

Measurement error arising from vibration interference is recognized as the primary obstacle limiting the accuracy and stability of laser interference absolute gravimeters. The present work addresses this issue by proposing a global search optimization algorithm that determines the optimal absolute value of gravity based on the measured time–displacement coordinates of a falling body and the signal obtained from the passive vibration isolation system of the inertial reference corner cube in a laser interference absolute gravimeter. Results of numerical calculations conducted under vibration interference conditions with added white noise resulting in a signal-to-noise ratio of 40? dB demonstrate the following. The accuracy and standard deviation of the gravimeter obtained using the proposed algorithm are ? 0.04? μGal ( 1 μ Gal = 1 × 10 - 8 ? m?s ?2 ) and 0.24? μGal , respectively, while those values obtained by the standard least-squares solution are 10.19 and 154.11? μGal , respectively. The test results indicate that the average response of the reference value of acceleration due to gravity superimposed by a disturbance of 1.00? μGal is 1.01? μGal using the proposed algorithm and 0.87? μGal using the standard least-squares solution.
机译:从振动干扰产生的测量误差被认为是限制激光干扰绝对重力计的精度和稳定性的主要障碍物。本工作通过提出基于落体的测量的时间位移坐标和从惯性参考角隅棱镜的被动振动隔离系统获得的测量时间位移坐标来确定重力的最佳绝对值的全局搜索优化算法来解决这个问题。激光干扰绝对重力计。在振动干涉条件下进行数值计算的结果,增加了白色噪声,导致信噪比为40? DB证明以下内容。使用所提出的算法获得的重胎计的准确性和标准偏差是? 0.04? μgal(1μg1= 1×10 - 8?m?s?2)和0.24? μgal分别,而标准最小二乘溶液获得的那些值是10.19和154.11? μgal分别。测试结果表明,由于重力引起的加速度的参考值的平均响应叠加为1.00的干扰? μgal是1.01? μgal使用所提出的算法和0.87?使用标准最小二乘溶液μgal。

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