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High resolution ultra wideband arrays

机译:高分辨率超宽带阵列

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摘要

Highly thinned or sparsely filled arrays can reduce the quantity of electronics supporting the array and the data-handling requirements of a high resolution imaging system for a fixed number of array channels, greatly enlarge the aperture, and correspondingly improve its resolving power. It is well-known that the cost is a dramatic decrease in dynamic range, or contrast. Aperture thinning generally leaves the shapes of the main lobe and near-in sidelobes intact, but the loss in absolute gain implies that main lobe energy has been redistributed into the side radiation region. In conventional narrowband arrays, periodic thinning produces grating lobes of similar shape and strength to the main lobe. Aperiodic thinning destroys the coherent sidelobe buildup in the grating lobes but not the grating lobe energy, which becomes distributed throughout the visible region in a manner determined by the particular thinning procedure. It is common knowledge that sidelobe statistics are similar for a wide variety of thinning procedures, both deterministic and random, with a few notable exceptions [1]. Thus many proposed designs for high resolution two-dimensional arrays are based upon a random distribution of elements [2].
机译:高度变薄或稀疏填充的阵列可以减少支持该阵列的电子设备的数量,并减少高分辨率成像系统对固定数量的阵列通道的数据处理需求,极大地扩大孔径,并相应地提高其分辨力。众所周知,成本是动态范围或对比度的急剧下降。孔径变薄通常会使主瓣和近旁旁瓣的形状保持完整,但是绝对增益的损失意味着主瓣能量已经重新分配到了侧向辐射区域中。在常规的窄带阵列中,定期变细会产生与主瓣相似的形状和强度的光栅瓣。非周期性变细破坏了光栅波瓣中相干旁瓣的积累,但没有破坏光栅波瓣能量,该能量以通过特定变薄过程确定的方式分布在整个可见区域中。众所周知,旁瓣统计对于确定性和随机性的各种稀疏过程都是相似的,但有一些明显的例外[1]。因此,许多针对高分辨率二维阵列的建议设计都是基于元素的随机分布[2]。

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