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Figure 15 Comparison of the main lobe width in an ECSA for different taperings.

The main lobe width and side lobe heights are the two important beam pattern characteristics.

A larger array aperture means a narrower main lobe width, hence better resolution.

This method is useful especially in optimization problems, having no explicit constraint on the main lobe width, such as minimizing the sidelobe levels or minimizing main lobe width constrained to a predetermined value of sidelobe level.

For any array size examined, Dolph-Chebyshev window has wider main lobe width than the fixed windows.

Five chirp schemes were designed to investigate the relationship of the range side lobe level (RSLL), main lobe width and energy for strain imaging.

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The Dolph-Chebyshev shaded CSAs with -13 or -32 dB peak side lobes have wider main lobe widths than corresponding uniform and Hann shaded CSAs as corroborated by Figure 15.

In the frequency domain, the rectangular windows,, form a set of sinc functions with main lobe widths that are inversely proportional to the durations 's of the clipped subintervals in the time domain.

The narrower the main-lobe width is, the higher the frequency resolution is.

The spectral characteristics of the window function include the main-lobe width (main-lobe width, MLW), side-lobe peak level (peak side-lobe level, PSL) and the side-lobe decay rate (side-lobe roll-off rate, SRR).

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