电子与信息学报
電子與信息學報
전자여신식학보
JOURNAL OF ELECTRONICS & INFORMATION TECHNOLOGY
2014年
10期
2491-2496
,共6页
干涉式被动成像系统%自旋式稀疏阵列设计%量子雁群粒子群优化算法
榦涉式被動成像繫統%自鏇式稀疏陣列設計%量子雁群粒子群優化算法
간섭식피동성상계통%자선식희소진렬설계%양자안군입자군우화산법
Interferometric passive imaging system%Rotating thinned array design%Quantum-Goose Particle Swarm Optimization (QGPSO) algorithm
该文针对自旋式综合孔径微波辐射计非均匀采样问题,提出新的阵列优化目标函数与阵列优化算法。首先,针对Cornwell提出的基线距离乘积最大目标函数优化稀疏阵列会出现基线中心与边缘区域密集而过渡区域稀疏的问题,该文提出修正的电荷最小能量分布目标函数以及基于最小误差网格剖分的方法。针对标准的粒子群优化(PSO)算法历史最优个体位置更新速度慢,容易陷入局部极小值的缺点,提出具有量子体制的雁群粒子群优化算法。该算法具有速度快、收敛精度高的优点。数值分析结果表明利用该文引入的目标函数优化的基线比距离乘积最大目标均匀,并且基于最小误差网格剖分的方法对应的重构图像更精确。该方法为实际自旋式稀疏阵列的设计与应用提供依据。
該文針對自鏇式綜閤孔徑微波輻射計非均勻採樣問題,提齣新的陣列優化目標函數與陣列優化算法。首先,針對Cornwell提齣的基線距離乘積最大目標函數優化稀疏陣列會齣現基線中心與邊緣區域密集而過渡區域稀疏的問題,該文提齣脩正的電荷最小能量分佈目標函數以及基于最小誤差網格剖分的方法。針對標準的粒子群優化(PSO)算法歷史最優箇體位置更新速度慢,容易陷入跼部極小值的缺點,提齣具有量子體製的雁群粒子群優化算法。該算法具有速度快、收斂精度高的優點。數值分析結果錶明利用該文引入的目標函數優化的基線比距離乘積最大目標均勻,併且基于最小誤差網格剖分的方法對應的重構圖像更精確。該方法為實際自鏇式稀疏陣列的設計與應用提供依據。
해문침대자선식종합공경미파복사계비균균채양문제,제출신적진렬우화목표함수여진렬우화산법。수선,침대Cornwell제출적기선거리승적최대목표함수우화희소진렬회출현기선중심여변연구역밀집이과도구역희소적문제,해문제출수정적전하최소능량분포목표함수이급기우최소오차망격부분적방법。침대표준적입자군우화(PSO)산법역사최우개체위치경신속도만,용역함입국부겁소치적결점,제출구유양자체제적안군입자군우화산법。해산법구유속도쾌、수렴정도고적우점。수치분석결과표명이용해문인입적목표함수우화적기선비거리승적최대목표균균,병차기우최소오차망격부분적방법대응적중구도상경정학。해방법위실제자선식희소진렬적설계여응용제공의거。
This paper proposes two novel objective functions and a new heuristic optimization algorithm for rotating synthetic aperture passive imaging system which has non-uniform sampling scheme. Firstly, this paper introduces two objective functions named modified minimum electric charge energy and minimum error gridding, while the mostly used maximum baselines distance product objective function introduced by Cornwell will results in dense baseline distribution in centric and boundary area but sparse in the middle. To overcome the problem of updating global best position slowly, rising the risk of being trapped in local extremum by standard Particle Swarm Optimization (PSO), this paper introduces the novel Quantum-Goose Particle Swarm Optimization (QGPSO), which outperforms the existing method of global exploration efficiency and accuracy. Numerical simulations validate that these two functions provide more uniform radial baseline distribution and minimum error gridding objective function provides the most accurate reconstructed image. This method proposes reference for practical design and application of rotating thinned array.