A Transform Domain Beamforming Method Based on Expanded Aperture Sonar
A transform domain and sonar technology, applied in the field of transform domain beamforming based on expanded aperture sonar, can solve the problem of reducing the range and clarity of sonar images
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specific Embodiment 1
[0035] In this example, the system parameters: the receiving array is a one-dimensional linear array, the angular beamwidth is 1.5°, the working frequency of the receiving array is 60kHz, the sound velocity is 1500m / s, the operating distance is 50m, and the signal sampling rate is 300kHz.
[0036] 1. Calculation process:
[0037] Assuming that the receiving array is a uniform linear array, and the distance between adjacent array elements is half the wavelength of the operating frequency of the receiving array, in order to meet the requirements of the angular beamwidth of the system, according to the formula,
[0038]
[0039] It can be calculated that the number of array elements in the actual receiving array is designed to be 36, and two transmitting arrays are arranged at both ends of the receiving array.
[0040] According to the calculated receive array parameters, given by Figure 4 The simulation shows that the beam width of the system after expanding the aperture is...
specific Embodiment 2
[0046] 1. First, according to the requirements of the sonar system index, according to the principle of the phase center of the equivalent array element of the expanded aperture sonar, that is, a transmitting array element and a receiving array element form a module, and the phase center of this module is located at the geometry of the two array elements. In the center, reasonably arrange the positions of the transmitting array and receiving array. If the sonar receiving array is a one-dimensional array, place the two transmitting arrays at both ends of the receiving array; Four emission arrays are arranged around the figure 1 with figure 2 shown. Assuming a uniform rectilinear receiving array, the distance between adjacent array elements is half a wavelength, the number of array elements is M, and two transmitting arrays are arranged at both ends of the array, then the angular beamwidth of the expanded aperture sonar is expressed as
[0047]
[0048] In the formula, BW...
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