Position, Navigation, and Timing Technologies in the 21st Century 2020
DOI: 10.1002/9781119458449.ch16
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Vector Processing

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Cited by 3 publications
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“…x,k which is explained later, with x ∈ {I, G/I, G/I|DR}; ∆ f i,(aid) carr,k is the aided Doppler frequency computed via the user's velocity estimation, known as a VDFLL technique [32]; vx,k / vx,k and δ tr,k are the predicted user's velocity vector and the predicted user's clock drift; vi k and δ ti k are the satellite velocity vector and the satellite clock drift predicted with the broadcast ephemeris; êi k (•) is the operator of the unit cosine vector varied with the position estimation.…”
Section: Rtk/ins Apa Code Phase Trackingmentioning
confidence: 99%
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“…x,k which is explained later, with x ∈ {I, G/I, G/I|DR}; ∆ f i,(aid) carr,k is the aided Doppler frequency computed via the user's velocity estimation, known as a VDFLL technique [32]; vx,k / vx,k and δ tr,k are the predicted user's velocity vector and the predicted user's clock drift; vi k and δ ti k are the satellite velocity vector and the satellite clock drift predicted with the broadcast ephemeris; êi k (•) is the operator of the unit cosine vector varied with the position estimation.…”
Section: Rtk/ins Apa Code Phase Trackingmentioning
confidence: 99%
“…At first, the conventional STL causes an apparent code Doppler frequency error and initial code phase error (see Figure 1a) [23]. Then, the traditional vector tracking compensates for parts of the Doppler frequency error, reducing the relative code phase error (see Figure 1b) [16,32]. Next, the vector tracking technique is further aided by an IMU sensor, so the GNSS baseband becomes more capable of alleviating the frequency error [33], but the initial code phase error remains (see Figure 1c).…”
mentioning
confidence: 99%