空军工程大学学报(自然科学版)
空軍工程大學學報(自然科學版)
공군공정대학학보(자연과학판)
JOURNAL OF AIR FORCE ENGINEERING UNIVERSITY (NATURAL SCIENCE EDITION)
2010年
1期
23-26
,共4页
童宁宁%张西川%王光明%贺吉峰
童寧寧%張西川%王光明%賀吉峰
동저저%장서천%왕광명%하길봉
扫描雷达%RBF网络%DOA估计
掃描雷達%RBF網絡%DOA估計
소묘뢰체%RBF망락%DOA고계
scanning radar%RBF network%DOA estimation
针对传统扫描体制雷达无法分辨半功率波束宽度内存在多目标的问题,利用阵列信号处理的思想,把RBF神经网络理论应用于机扫雷达的DOA高分辨估计.首先给出了扫描体制雷达DOA估计的信号模型,提出了一种基于RBF网络实现扫描体制雷达DOA高分辨估计的SRBF算法.然后针对RBF网络存在的学习收敛速度慢等问题,给出了基于模糊学习矢量量化(Fuzzy Algorithm for Learning Vector Quantization,FLVQ)的网络学习算法,FLVQ方法采用模糊C均值方法中的模糊权重函数在线自适应调整,来确定输入和中心之间的权值,使得网络具有更高的非线性逼近性能和高效的收敛性.理论分析和仿真结果均表明SRBF网络具有快速准确的DOA估计能力,算法便于工程实现,具有较高的实用价值.
針對傳統掃描體製雷達無法分辨半功率波束寬度內存在多目標的問題,利用陣列信號處理的思想,把RBF神經網絡理論應用于機掃雷達的DOA高分辨估計.首先給齣瞭掃描體製雷達DOA估計的信號模型,提齣瞭一種基于RBF網絡實現掃描體製雷達DOA高分辨估計的SRBF算法.然後針對RBF網絡存在的學習收斂速度慢等問題,給齣瞭基于模糊學習矢量量化(Fuzzy Algorithm for Learning Vector Quantization,FLVQ)的網絡學習算法,FLVQ方法採用模糊C均值方法中的模糊權重函數在線自適應調整,來確定輸入和中心之間的權值,使得網絡具有更高的非線性逼近性能和高效的收斂性.理論分析和倣真結果均錶明SRBF網絡具有快速準確的DOA估計能力,算法便于工程實現,具有較高的實用價值.
침대전통소묘체제뢰체무법분변반공솔파속관도내존재다목표적문제,이용진렬신호처리적사상,파RBF신경망락이론응용우궤소뢰체적DOA고분변고계.수선급출료소묘체제뢰체DOA고계적신호모형,제출료일충기우RBF망락실현소묘체제뢰체DOA고분변고계적SRBF산법.연후침대RBF망락존재적학습수렴속도만등문제,급출료기우모호학습시량양화(Fuzzy Algorithm for Learning Vector Quantization,FLVQ)적망락학습산법,FLVQ방법채용모호C균치방법중적모호권중함수재선자괄응조정,래학정수입화중심지간적권치,사득망락구유경고적비선성핍근성능화고효적수렴성.이론분석화방진결과균표명SRBF망락구유쾌속준학적DOA고계능력,산법편우공정실현,구유교고적실용개치.
In view of the problem that multiple targets are present in the main-lobe of the rotating radar, a method based on the idea of spatial spectrum estimation is proposed, which apples the RBF neural network theory to scanning radar. First a signal model of scanning radar system DOA estimation is presented and a high resolution DOA estimation algorithm is advanced based on RBF network. Then the lower speed of learning and convergence for conventional method is analyzed, thereafter a network learning algorithm based on fuzzy algorithm for learning vector quantization is proposed. In this method, the fuzzy weigh function of the mean of fuzzy-C and the online adaptive adjustment is adopted to determine the weigh between the input and the centre, which makes the network possess a better nonlinear approach performance and high-efficiency convergence. Both the theoretical analysis and the simulation results indicate that this network is fast and exact in estimation performance. The algorithm is effective and is of higher practical value.