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Enumeration	Reference	Cover	Find
1.	Ahrens, Jens, 1978 (author) Amplitude Engineering for Beamformers with Self-Bending Directivity Based on Convex Optimization 2017 In: IEEE Workshop on Applications of Signal Processing to Audio and Acoustics (WASPAA). - 9781538616314 ; 2017-October Conference paper (peer-reviewed)abstract Arrays producing self-bending beams were proposed in the literature recently. The self-bending property of the beam is achieved by matching the phase profile that is applied to the array elements to a self-bending wave field. This process is termed phase engineering. It has been unclear how the optimal amplitude profile can be determined as the amplitude distribution of a self-bending wave field is difficult to determine. Previous works employed educated guesses. In this paper, we apply convex optimization to perform amplitude engineering. In other words, we complement phase engineering by determining the purely real amplitude weights that minimize the norm of the amplitude weights for a given maximum beam amplitude in the dark zone around which the beam bends. We show that phase engineering by itself does not narrow down the solution space sufficiently so that the choice of control points in the dark zone has a significant impact on how well the desired self-bending property forms.

Ahrens, Jens, 1978 (author)
Amplitude Engineering for Beamformers with Self-Bending Directivity Based on Convex Optimization
2017
In: IEEE Workshop on Applications of Signal Processing to Audio and Acoustics (WASPAA). - 9781538616314 ; 2017-October
Conference paper (peer-reviewed)abstract
- Arrays producing self-bending beams were proposed in the literature recently. The self-bending property of the beam is achieved by matching the phase profile that is applied to the array elements to a self-bending wave field. This process is termed phase engineering. It has been unclear how the optimal amplitude profile can be determined as the amplitude distribution of a self-bending wave field is difficult to determine. Previous works employed educated guesses. In this paper, we apply convex optimization to perform amplitude engineering. In other words, we complement phase engineering by determining the purely real amplitude weights that minimize the norm of the amplitude weights for a given maximum beam amplitude in the dark zone around which the beam bends. We show that phase engineering by itself does not narrow down the solution space sufficiently so that the choice of control points in the dark zone has a significant impact on how well the desired self-bending property forms.

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