2010
DOI: 10.1134/s2075108710010037
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Integrated tightly coupled inertial satellite orientation and navigation system

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Cited by 4 publications
(2 citation statements)
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“…where is the measured directional cosine of unit vector (radius vector connecting the reference antenna and the satellite) with respect to antenna base for SV i (space vehicle) On the other side, with the known Cartesian coor dinates of reference antenna in Greenwich frame (from GNSS), orientation matrices and calculated in IMU, and known coordinates of SV i , one can calculate the directional cosines of unit vector in IMU frame [20] (similarly to the situation when IMU is not turned with respect to object frame [20]) and then calculate the directional cosines of unit vec tor with respect to bases…”
Section: Generation Of Differential Phase Measurementsmentioning
confidence: 99%
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“…where is the measured directional cosine of unit vector (radius vector connecting the reference antenna and the satellite) with respect to antenna base for SV i (space vehicle) On the other side, with the known Cartesian coor dinates of reference antenna in Greenwich frame (from GNSS), orientation matrices and calculated in IMU, and known coordinates of SV i , one can calculate the directional cosines of unit vector in IMU frame [20] (similarly to the situation when IMU is not turned with respect to object frame [20]) and then calculate the directional cosines of unit vec tor with respect to bases…”
Section: Generation Of Differential Phase Measurementsmentioning
confidence: 99%
“…The known measurements of navigation data are used as input for the filtering problem [20,21]: differ ence between the calculated (IMU) and measured (GNSS) raw navigation parameters (pseudoranges ρ i and radial velocities for each satellite) or complete navigation solutions (position coordinates and components of linear velocity vector ).…”
Section: Generation Of Differential Velocity and Position Measurementmentioning
confidence: 99%