The problem of synthesising a sparse linear array with multiple patterns is formulated as an extended reweighted l 1 -norm minimisation with multiple convex constraints. Synthesis results show that the… Click to show full abstract
The problem of synthesising a sparse linear array with multiple patterns is formulated as an extended reweighted l 1 -norm minimisation with multiple convex constraints. Synthesis results show that the proposed method can find the common sparse element positions with optimised excitations for multiple-pattern requirements, and the mainlobe, sidelobe as well as nulling region for each pattern can be accurately controlled.
               
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