Linear array SAR imaging method based on iterative minimization sparse Bayesian reconstitution
A sparse Bayesian and minimization technique, applied in the radio wave measurement system, radio wave reflection/re-radiation, utilization of re-radiation, etc., can solve problems such as the decrease of reconstruction accuracy and the difficulty of reasonable selection
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[0077] The present invention mainly adopts the method of simulation experiment to verify, and all steps and conclusions are verified on MATLABR2008b software. The specific implementation steps are as follows:
[0078] Step 1. Initialize the linear array SAR system parameters required for simulation:
[0079] Initialize the linear array SAR system parameter values such as image 3 shown, including: motion platform velocity vector The total number of array elements of the linear array antenna N=201, the initial position vector of each array element of the linear array antenna Where n is the serial number of the nth array element of the linear array antenna, n=1,2,...,N, N=201, the length of the linear array antenna is L=3m, and the distance between adjacent array elements of the linear array antenna is d=0.015 m, radar center frequency f c =10GHz, the signal width B of the baseband signal of the radar transmitter r =300MHz, radar transmit signal pulse width T P =10 -6...
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