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循环和椭圆边界数组的协同合成。

Coarray synthesis with circular and elliptical boundary arrays.

机构信息

Dept. of Electr. Eng., Pennsylvania Univ., Philadelphia, PA.

出版信息

IEEE Trans Image Process. 1992;1(3):391-405. doi: 10.1109/83.148611.

Abstract

An elliptical boundary aperture is a collection of points lying on an ellipse from which energy is transmitted and/or received. An important special case is the circular boundary aperture. When these apertures are used with beamforming to produce a narrowband image of a far-field source, the corresponding point spread function (PSF) is characterized by high sidelobes. The concept of the coarray of an imaging system is used here to develop techniques which synthesize the effect of a more desirable PSF with an elliptical boundary aperture. Techniques are given for use in active imaging of spatially coherent sources, as well as passive imaging of spatially incoherent sources. Discrete arrays and continuous apertures are considered separately. The approach shows that the PSF synthesis problem can be solved in many more ways than previously recognized, and this fact is exploited to develop procedures which have a least-squares optimality property.

摘要

椭圆边界孔径是位于椭圆上的点的集合,能量通过这些点传输和/或接收。一个重要的特殊情况是圆形边界孔径。当这些孔径与波束形成一起用于产生远场源的窄带图像时,相应的点扩散函数(PSF)的特点是高旁瓣。这里使用成像系统的共形阵列的概念来开发技术,这些技术综合了具有椭圆边界孔径的更理想 PSF 的效果。给出了用于空间相干源的主动成像以及空间非相干源的被动成像的技术。离散阵列和连续孔径分别进行了考虑。该方法表明,PSF 综合问题可以通过比以前认识到的更多的方式来解决,并且利用这一事实来开发具有最小二乘最优性的过程。

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