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Nonlinear observer for inertial navigation aided by pseudo-range and range-rate measurements

机译:伪距和测距率测量辅助的惯性导航非线性观测器

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Range measurement systems are commonly based on measuring time-of-flight of signals encoded in electromagnetic or acoustic waves. This leads to so-called pseudorange measurements due systematic errors such receiver clock synchronization error and uncertain wave propagation speed. Inertial navigation aided by pseudo-range measurements is addressed. A modular nonlinear observer is designed and analyzed. The attitude observer is based on a recent nonlinear complementary filter, and includes a gyro bias estimation. The translational motion observer includes the estimation of position, range bias errors (such as receiver clock bias), velocity and specific force, where the latter is used as a reference vector by the attitude observer. The exponential stability of the feedback interconnection of the two observers is analyzed and found to have a semiglobal region of attraction with respect to attitude observer initialization, and local region of attraction with respect to translational motion observer initialization. The latter is due to linearization of the pseudo-range and range-rate measurement equations that is underlying the selection of injection gains using a time varying Riccati equation. In typical applications the pseudo-range and range-rate equations admit an explicit algebraic solution that can be easily computed and used to accurately initialize the position and velocity estimates. Hence, the limited region of attraction is not seen as a limitation of the approach. Advantages of the proposed nonlinear observer include low computational complexity and a solid theoretical foundation.
机译:距离测量系统通常基于测量以电磁波或声波编码的信号的飞行时间。由于系统误差,例如接收机时钟同步误差和不确定的波传播速度,这导致所谓的伪距测量。解决了通过伪距测量辅助的惯性导航。设计并分析了模块化非线性观测器。姿态观测器基于最近的非线性互补滤波器,并且包括陀螺仪偏置估计。平移运动观测器包括位置,范围偏差误差(例如接收器时钟偏差),速度和比力的估计,其中后者由姿态观测器用作参考矢量。分析了两个观察者的反馈互连的指数稳定性,发现它们相对于姿态观察器初始化具有半球形的吸引区域,而对于平移运动观测器初始化具有局部的吸引区域。后者是由于伪距和范围速率测量方程的线性化所致,该方程是使用时变Riccati方程选择注入增益的基础。在典型应用中,伪距和距离率方程式允许使用明确的代数解,该解可以轻松计算并用于精确初始化位置和速度估计值。因此,吸引的有限区域不被视为方法的限制。提出的非线性观测器的优点包括低计算复杂度和扎实的理论基础。

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