Global Navigation Satellite Systems, Inertial Navigation, and Integration. Mohinder S. Grewal

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Error Budgets References

      14  8 Differential GNSS 8.1 Introduction 8.2 Descriptions of Local‐Area Differential GNSS (LADGNSS), Wide‐Area Differential GNSS (WADGNSS), and Space‐Based Augmentation System (SBAS) 8.3 GEO with L1L5 Signals 8.4 GUS Clock Steering Algorithm 8.5 GEO Orbit Determination (OD) 8.6 Ground‐Based Augmentation System (GBAS) 8.7 Measurement/Relative‐Based DGNSS 8.8 GNSS Precise Point Positioning Services and Products Problems References

      15  9 GNSS and GEO Signal Integrity 9.1 Introduction 9.2 SBAS and GBAS Integrity Design 9.3 SBAS Example 9.4 Summary 9.5 Future: GIC References

      16  10 Kalman Filtering 10.1 Chapter Focus 10.2 Frequently Asked Questions 10.3 Notation 10.4 Kalman Filter Genesis 10.5 Alternative Implementations 10.6 Nonlinear Approximations 10.7 Diagnostics and Monitoring 10.8 GNSS‐Only Navigation 10.9 Summary Problems References Notes

      17  11 Inertial Navigation Error Analysis 11.1 Chapter Focus 11.2 Errors in the Navigation Solution 11.3 Navigation Error Dynamics 11.4 Inertial Sensor Noise Propagation 11.5 Sensor Compensation Errors 11.6 Chapter Summary Problems References Notes

      18  12 GNSS/INS Integration 12.1 Chapter Focus 12.2 New Application Opportunities 12.3 Integrated Navigation Models 12.4 Performance Analysis 12.5 Summary References Notes

      19  Appendix A: Software A.1 Software Sources A.2 Software for Chapter 2 A.3 Software for Chapter 3 A.4 Software for Chapter 4 A.5 Software for Chapter 7 A.6 Software for Chapter 10 A.7 Software for Chapter 11 A.8 Software for Chapter 12 A.9 Software for Appendix B A.10 Software for Appendix C A.11 GPS Almanac/Ephemeris Data Sources

      20  Appendix B: Coordinate Systems and TransformationsCoordinate Systems and Transformations B.1 Coordinate Transformation Matrices B.2 Inertial Reference Directions B.3 Application‐dependent Coordinate Systems B.4 Coordinate Transformation Models B.5 Newtonian Mechanics in Rotating Coordinates Notes

      21  Appendix C: PDF Ambiguity Errors in Nonlinear Kalman FilteringPDF Ambiguity Errors in Nonlinear Kalman Filtering C.1 Objective C.2 Methodology C.3 Results C.4 Mitigating Application‐specific Ambiguity Errors References

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