Abstract

In recent years, the application of deep learning to the inertial navigation field has brought new vitality to inertial navigation technology. In this study, we propose a method using long short-term memory (LSTM) to estimate position information based on inertial measurement unit (IMU) data and Global Positioning System (GPS) position information. Simulations and experiments show the practicability of the proposed method in both static and dynamic cases. In static cases, vehicle stop data are simulated or recorded. In dynamic cases, uniform rectilinear motion data are simulated or recorded. The value range of LSTM hyperparameters is explored through both static and dynamic simulations. The simulations and experiments results are compared with the strapdown inertial navigation system (SINS)/GPS integrated navigation system based on kalman filter (KF). In a simulation, the LSTM method’s computed position error Standard Deviation (STD) was 52.38% of what the SINS computed. The biggest simulation radial error estimated by the LSTM method was 0.57 m. In experiments, the LSTM method computed a position error STD of 23.08% using only SINSs. The biggest experimental radial error the LSTM method estimated was 1.31 m. The position estimated by the LSTM fusion method has no cumulative divergence error compared to SINS (computed). All in all, the trained LSTM is a dependable fusion method for combining IMU data and GPS position information to estimate position.

Highlights

  • INS is one of the important means for realizing vehicle positioning

  • Using the long short-term memory (LSTM) net to fuse inertial measurement unit (IMU) data and Global Positioning System (GPS) position information can restrain the divergence of only strapdown inertial navigation system (SINS), like the SINS/GPS loosely coupled kalman filter (KF)-based navigation system can

  • The simulation and experiment are based on the same IMU data and the same GPS position information

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Summary

Introduction

INS is one of the important means for realizing vehicle positioning. It uses dead reckoning technology, based on IMU data, to compute the vehicle position information.SINS functions are a group of nonlinear equations. INS is one of the important means for realizing vehicle positioning. It uses dead reckoning technology, based on IMU data, to compute the vehicle position information. SINS functions are a group of nonlinear equations. The position error, calculated based on inertial sensor data, includes two aspects, sensor measurement error and calculation error. When the IMU is confirmed, the position calculation method will directly affect the position estimation error. The nonlinear SINS functions should not cause divergent position error [1,2,3]

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