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首页> 外文期刊>Mathematical Problems in Engineering: Theory, Methods and Applications >Effect of East Gyro Drift and Initial Azimuth Error on the Compass Azimuth Alignment Convergence Time
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Effect of East Gyro Drift and Initial Azimuth Error on the Compass Azimuth Alignment Convergence Time

机译:东陀螺漂移和初级方位角误差对罗盘方位角对准收敛时间的影响

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The effect of gyro constant drift and initial azimuth error on the convergence time of compass azimuth is analyzed in this article. Using our designed compass azimuth alignment system, we obtain the responses of gyro constant drift and initial azimuth error in the frequency domain. The corresponding response function in the time domain is derived using the inverse Laplace transform, and its convergence time is then analyzed. The analysis results demonstrate that the convergence time of compass azimuth alignment is related to the second-order damping oscillation period, the gyro constant drift, and the initial azimuth error. In this study, the error band is set to 0.01° to determine convergence. When the gyro drift is less than 0.05°/h, compass azimuth alignment can converge within 0.9 damping oscillation periods. When the initial azimuth error is less than 5°, compass azimuth alignment can converge within 1.4 damping oscillation periods. When both conditions are met, the initial error plays a major role in convergence, while gyro drift has a smaller effect on convergence time. Finally, the validity of our method is verified using simulations.
机译:本文分析了陀螺恒定漂移和初始方位角误差对罗盘方位角的收敛时间的影响。使用我们设计的罗盘方位角对准系统,我们在频域中获得陀螺恒定漂移和初始方位角误差的响应。使用逆拉普拉斯变换导出时域中的相应响应函数,然后分析其收敛时间。分析结果表明,罗盘方位对准的收敛时间与二阶阻尼振荡周期,陀螺恒定漂移和初始方位角误差有关。在本研究中,错误频带设定为0.01°以确定收敛。当陀螺漂移小于0.05°/ h时,罗盘方位角对准可以在0.9阻尼振荡周期内收敛。当初始方位角误差小于5°时,罗盘方位角对准可以在1.4阻尼振荡周期内收敛。当满足两个条件时,初始错误在收敛中发挥了重要作用,而陀螺漂移对收敛时间的影响较小。最后,使用模拟验证了我们方法的有效性。

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