Title :
Classification of Geometrical Targets Using Natural Resonances and Principal Components Analysis
Author :
Garzon-Guerrero, Jose A. ; Ruiz, Diego P. ; Carrion, Maria C.
Author_Institution :
Dept. of Appl. Phys., Univ. of Granada, Granada, Spain
Abstract :
A classification scheme for radar target recognition based on natural-resonances and principal-component analysis named as NRPCA is described and tested. It uses a multilayer perceptron (MLP) neural network as classifier and complex natural resonances (CNRs) as inputs to the net. The benefit of using natural resonances is that they are aspect-angle independent. Nevertheless, the extraction process of natural resonances is an ill-conditioned problem and noise affects the estimation of the parameters. To reduce this noise sensitivity the NRPCA algorithm extracts the resonances from a reconstructed response generated by a principal-component analysis (PCA) stage over a set of reference targets prior to the MLP neural network classifier. Furthermore, NRPCA uses the step time response instead of impulse time response to minimize any error in CNR extraction process (matrix pencil method). To test the NRPCA algorithm several geometrical conducting bodies are used as reference targets of a radar system.
Keywords :
feature extraction; matrix algebra; multilayer perceptrons; parameter estimation; pattern classification; principal component analysis; radar computing; radar target recognition; CNR extraction process; MLP; NRPCA algorithm; aspect-angle independent; complex natural resonances; geometrical conducting bodies; geometrical target classification scheme; impulse time response; matrix pencil method; multilayer perceptron neural network; natural resonance extraction process; natural-resonances and principal-component analysis; noise sensitivity; parameter estimation; radar system; radar target recognition; step time response; Matrix pencil; natural resonances; neural networks; principal-component analysis; radar target recognition;
Journal_Title :
Antennas and Propagation, IEEE Transactions on
DOI :
10.1109/TAP.2013.2266091