2022
DOI: 10.1109/tits.2022.3219542
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Motion Estimation and Compensation in Automotive MIMO SAR

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Cited by 29 publications
(10 citation statements)
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“…The reasons for accurate SAR processing based on the estimated trajectory is the piecewise steadiness of the position error. A sharp SAR image of the environment can be generated for each of the six sub-apertures even though they have an error of 1.2 mm according to VI-C. Due to this ego-motion based error, the targets have small angular errors of less than one degree [18], [60]. Ultimately, to enable coherent addition of the six sub-apertures it must be ensured that a pixel can be found that compensates for the phase errors due to the positional inaccuracies caused by its erroneous pixel position in the grid.…”
Section: E Impact Of Localization Inaccuracies On the Sar Imagementioning
confidence: 99%
“…The reasons for accurate SAR processing based on the estimated trajectory is the piecewise steadiness of the position error. A sharp SAR image of the environment can be generated for each of the six sub-apertures even though they have an error of 1.2 mm according to VI-C. Due to this ego-motion based error, the targets have small angular errors of less than one degree [18], [60]. Ultimately, to enable coherent addition of the six sub-apertures it must be ensured that a pixel can be found that compensates for the phase errors due to the positional inaccuracies caused by its erroneous pixel position in the grid.…”
Section: E Impact Of Localization Inaccuracies On the Sar Imagementioning
confidence: 99%
“…where (i) P is the number of paths, (ii) ξ p ∼ CN 0, σ 2 p is the scattering amplitude of p-th path, such that P p=1 σ 2 p = 1, (iii) τ p is the propagation delay of the p-th path, (iv) a L (θ, ϕ) ∈ C L×1 is the steering vector of either Tx or Rx, function of Tx and Rx angles, respectively (φ t p , θ t p ) and (φ r p , θ r p ), and normalized such that a L (θ, ϕ) 2 F = L. As common for communication systems operating through back-scattering, the two-way channel to/from the STMM is characterized by a single dominant path, as for radar systems [29]. Multiple bounces can be considered, but their path loss is orders of magnitude higher, and thus are here neglected, considering P = 1 for both forward H i (t) and backward H o (t) channels.…”
Section: B Channel Modelmentioning
confidence: 99%
“…Theorem 1 implies that any phase-encoded modulation signal γ(t) leads to a strict inequality for (29), except for very low MU ← SU signal bandwidth, fulfilling (24), or the case in which the impinging wave is perfectly orthogonal to the STMM plane, i.e., θ = π/2. To evaluate the space-time phase coupling effect, let us consider a generic non-linear…”
Section: B Space-time Phase Couplingmentioning
confidence: 99%
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“…However, a significant amount of research on imaging radar has been conducted over the past several years, including [ 16 , 17 , 18 , 19 ], which has resulted in coherent images with a centimeter-scale resolution. Detailed research on motion estimation and compensation methods for vehicle multiple-input–multiple-output synthetic aperture radar (MIMO SAR) systems was presented by Manzoni et al [ 16 ]. The authors discuss the difficulties caused by the natural motion of the vehicle, which might result in visual abnormalities and distortions.…”
Section: Introductionmentioning
confidence: 99%