Low-Altitude Windshear Wind Speed Estimation Method Based on KASPICE-STAP
Author:
Li Hai,Chen Yutong,Feng Kaihong,Jin Ming
Abstract
Aiming at the problem of low-altitude windshear wind speed estimation for airborne weather radar without independent identically distributed (IID) training samples, this paper proposes a low-altitude windshear wind speed estimation method based on knowledge-aided sparse iterative covariance-based estimation STAP (KASPICE-STAP). Firstly, a clutter dictionary composed of clutter space–time steering vectors is constructed using prior knowledge of the distribution position of ground clutter echo signals in the space–time spectrum. Secondly, the SPICE algorithm is used to obtain the clutter covariance matrix iteratively. Finally, the STAP processor is designed to eliminate the ground clutter echo signal, and the wind speed is estimated after eliminating the ground clutter echo signal. The simulation results show that the proposed method can accurately realize a low-altitude windshear wind speed estimation without IID training samples.
Funder
Key Projects of Tianjin Natural Fund
National Key Research and Development Program of China
Civil Aircraft Project
Fundamental Research Fees for Central Colleges and Universities Special for Civil Aviation University of China
Training Foundations for Famous Blue Sky Teachers of Civil Aviation University of China
Zhejiang Science Foundation for Distinguished Young Scholars
Key Projects of Ningbo Natural Science Foundation
National Natural Science Foundation of China
Subject
Electrical and Electronic Engineering,Biochemistry,Instrumentation,Atomic and Molecular Physics, and Optics,Analytical Chemistry
Reference29 articles.
1. Low-altitude wind-shear wind speed estimation based on CMCAP;Li;Syst. Eng. Electron.,2019
2. (2016). Minimum Operational Performance Standards for Airborne Weather Radar with Forward-looking Windshear Capability (Standard No. RTCA/DO-220).
3. Wind speed estimation of low-altitude wind-shear based on TDPC-JDL under LFMCW system;Li;Syst. Eng. Electron.,2020
4. Klemm, R. (2004). Applications of Space-Time Adaptive Processing, IEE Press.
5. Covariance matrix estimation via geometric barycenters and its application to radar training data selection;Aubry;IET Radar Sonar Navig.,2013