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BASIC STUDY ON POSITIONING OF AUTONOMOUS UNDERWATER VEHICLE BASED ON ACOUSTIC RANGING FROM ONE REFERENCE DEVICE

机译:基于一个参考装置的声学范围的自主水下车辆定位基本研究

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An autonomous underwater vehicle (AUV) equipped with some navigational devices, such as an inertial navigation system (INS), a Doppler velocity log (DVL), and a depth sensor. This integrated system is typical and accurate, however, have drift error in position output. Then an acoustic positioning, which is one of absolute positioning, is necessary to compensate the drift error. As acoustic positioning, ultra-short baseline (USBL) is frequently used, however, not accurate especially in deep water. Long baseline (LBL) is very accurate, however, spends much time to operate. In this paper, acoustic positioning method of A L'V based on ranging from only one reference device is considered with simulations. One-way travel time (OWTT) is measured for ranging assuming use of chip scale atomic clock (CSAC). And the ranging signal is continuous and modulated direct sequence spread spectrum (DSSS). Ranging is executed at each symbol peak, then period of the ranging is very small. In process of the method, the drift error of position output of the INS is estimated with extended Kalman filter (EKF). Simulation with two models, constant-position-error, and constant-velocity-error models, were performed. The later was obviously unstable. Circular cruising track of the A UV makes the estimation more stable. Moreover, when the AUV cruises near the reference, the estimation is more stable. It may good that at final phase of descending of the AUV, the AUV cruises near the seabed and spirally, and the estimation process may be performed stably.
机译:一种配备有一些导航设备的自主水下车辆(AUV),例如惯性导航系统(INS),多普勒速度对数(DVL)和深度传感器。此集成系统是典型的,准确的,但位置输出的漂移误差。然后是一种声学定位,即绝对定位之一,是补偿漂移误差。然而,作为声学定位,经常使用超短基线(USBL),而不是精确的深水。长基线(LBL)非常准确,但花费了很多时间运行。在本文中,考虑了基于仅从一个参考装置的范围的L'V的声学定位方法被认为是用仿真考虑。测量单向旅行时间(OWTT)用于假设使用芯片尺寸原子钟(CSAC)。并且测距信号是连​​续和调制的直接序列扩频(DSS)。测距在每个符号峰值处执行,然后测距的周期非常小。在该方法的过程中,用扩展的卡尔曼滤波器(EKF)估计INS的位置输出的漂移误差。进行了两种模型,恒定位置误差和恒流误差模型的仿真。后来显然不稳定。 UV的圆形巡航轨迹使估计更稳定。此外,当AUV巡航附近的参考时,估计更稳定。在AUV下降的最终阶段,可以稳定地进行海底和螺旋地区的AUV巡航,并且可以稳定地进行稳定性地进行。

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