CAJ | 학술논문

在浅海条件下，子空间相交的方法可以消除多途效应的影响，实现水平长阵的准确目标方位估计，获得比常规波束形成算法更优的性能。然而，该算法在数值计算稳定性上存在问题。在最小二乘子空间相交算法的基础上，提出一种Tikhonov规整化的最小二乘子空间相交算法，该算法在原解向量的基础上，施加了一个滤波因子，滤除了小特征值对应的解向量，使算法的数值计算稳定性大大提高，从而也提高了算法的检测性能。试验数据处理结果表明，该算法是有效的。
재천해조건하，자공간상교적방법가이소제다도효응적영향，실현수평장진적준학목표방위고계，획득비상규파속형성산법경우적성능。연이，해산법재수치계산은정성상존재문제。재최소이승자공간상교산법적기출상，제출일충Tikhonov규정화적최소이승자공간상교산법，해산법재원해향량적기출상，시가료일개려파인자，려제료소특정치대응적해향량，사산법적수치계산은정성대대제고，종이야제고료산법적검측성능。시험수거처리결과표명，해산법시유효적。
Bearing estimation is always a hard work in shallow water due to multimode nature of acoustic propagation in an oceanic waveguide. A new least-square subspace intersection (LSSI) method with Tikhonov’s regularization is pro-posed. Subspace intersection method yields unbiased bearing estimates. But it involves an inverse problem with a highly ill-conditioned coefficient matrix. In order to compute stable solutions it is necessary to apply regularization method. It is shown that Tikhonov’s regularization method is suitable for this problem, which can improve the robustness of LSSI algorithm. Results of processing sea-trial real data are presented.