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In-Tire Distributed Optical Fiber (DOF) Sensor for the Load Assessment of Light Vehicles in Static Conditions.

, , , , and . Sensors, 21 (20): 6874 (2021)

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Time-Delay Estimation by a Modified Orthogonal Matching Pursuit Method for Rough Pavement., , , , and . IEEE Trans. Geosci. Remote. Sens., 59 (4): 2973-2981 (2021)Effects of frequency-dependent attenuation on the performance of time delay estimation techniques using ground penetrating radar., , , , and . EUSIPCO, page 749-753. IEEE, (2009)Time Delay and Interface Roughness Estimation Using Modified ESPRIT With Interpolated Spatial Smoothing Technique., , , , , , , and . IEEE Trans. Geosci. Remote. Sens., 56 (3): 1475-1484 (2018)Modified ESPRIT (M-ESPRIT) algorithm for time delay estimation in both any noise and any radar pulse context by a GPR radar., , and . Signal Process., 90 (1): 173-179 (2010)Pseudo-ground truth data collection on pavement images., , , and . EUSIPCO, page 2021-2025. IEEE, (2017)Generalization of PILE Method to the EM Scattering From Stratified Subsurface With Rough Interlayers: Application to the Detection of Debondings Within Pavement Structure., , and . IEEE Trans. Geosci. Remote. Sens., 53 (7): 4104-4115 (2015)Comparative Study of Classification Algorithms to Detect Interlayer Debondings within Pavement Structures from Step-Frequency Radar Data., , , , and . IGARSS, page 6820-6823. IEEE, (2018)ESPRITWED-UG and AV-ESPRITWED: Two new linear subspace algorithms for time delay estimation., , , , and . EUSIPCO, page 1-5. IEEE, (2008)PUMA Applied to Time Delay Estimation for Processing GPR Data over Debonded Pavement Structures., , , and . Remote. Sens., 13 (17): 3456 (2021)Some improvements of the linear subspace algorithm swede for time delay estimation., , and . EUSIPCO, page 2085-2089. IEEE, (2007)