• Title/Summary/Keyword: tightly coupled WNS/GPS

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WNS/GPS Integrated System Using Tightly Coupled Method (강결합 기법을 이용한 WNS/GPS 결합 시스템)

  • 조성윤;박찬국
    • Journal of Institute of Control, Robotics and Systems
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    • v.8 no.12
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    • pp.1067-1075
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    • 2002
  • The system error model for the compensation of the low-cost personal navigation system is derived and the error compensation method using GPS is also proposed. The walking navigation system (WNS) that calculates navigation information through walking detection has small error than INS, but the error also increases with time. In order to improve reliability of the system regardless of time, WNS is integrated with GPS. Since WNS is usually used in urban area, the blockage of CPS signal is frequently occurred. Therefore tightly coupled Kalman filter is used for the integration of WNS and GPS. In this paper, the system model for the design of tightly coupled Kかm filter is designed and measurement is linearized in consideration of moving distance error. It is shown by Monte Carlo simulation that the error is bounded even through the number of visible satellite is less than 4.

Development of WNS/GPS System Using Tightly Coupled Method

  • Yun, Cho-Seong;Park, Chan-Gook;Jee, Gyu-In;Lee, Young-Jea
    • 제어로봇시스템학회:학술대회논문집
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    • 2001.10a
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    • pp.114.5-114
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    • 2001
  • In this paper, the model for personal navigation system using low-cost inertial sensors and error compensation method with GPS are proposed. Simulation is accomplished for the performance test. WNS(Walking Navigation System) is a kind of personal navigation using the number of a walk, stride and azimuth. Because the accuracy of these variables determines the navigational performance, computational methods have been investigated. The step is detected using the motion pattern by walking motion, stride is determined by neural network and azimuth is calculated with gyro´s output. The neural network filters off unnecessary motions. However, error compensation method is needed, because the error of navigation information increases with time ...

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