基于“三步”解耦思想的分布式目标最优极化求解法

Polarimetric Received Power Optimization for the Partially Polarized Case Base on the Three Step Procedure

  • 摘要: 针对现有分布式目标天线接收功率优化求解算法运算量偏大、不易编程实现等的不足,本文基于“三步”解耦思想提出了一种的新求解方法。类似于基于“三步”解耦思想的确定性目标最优极化求解,该算法首先搜索发射天线最优极化,然后利用目标散射方程计算目标最优散射回波,最后根据部分极化波天线失匹配接收条件获取接收天线最优极化。算法的关键仍然是发射天线最优极化的求解。与确定性目标的发射天线最优极化求解不同,新算法是通过优化部分极化波天线失匹配接收条件下的天线接收功率得到发射天线最优极化,而不是通过优化目标散射回波功率得到。且它还能同时得到天线接收功率最小和最大值对应的收发天线最优极化状态。与现有分布式目标天线接收功率优化算法相比,由于新算法利用“三步”解耦思想简化了分布式目标天线接收功率优化求解,因而它较现有的分布式目标天线接收功率优化算法更具有实用性。旧金山地区的AIRSAR实测极化数据的实验结果验证了新算法的有效性。

     

    Abstract: The polarimetric received power optimization is an important study in radar polarimetry. Aiming at the deficiency of the present method for optimizing polarimetric received power, a new method is proposed for the partially polarized case based on the three step procedure. Similar to polarimetric received power optimization for the coherent case based on the three step procedure, the new method obtains the optimal polarization states of transmitted antennas firstly; and then calculates the optimal scattered waves with the scattering equation; finally gains the optimal received polarization states under the conditions of antenna mismatching or matching receiving for partially polarized wave. The key step of the proposed method is also the calculation of the optimal polarization of transmitted antennas. However, the proposed method is different from the present one in calculating the optimal polarization states of transmitted antennas. And the transmitted optimal polarization states for the partially polarized case is obtained by optimizing polarimetric received power under the conditions of antenna mismatching or matching receiving for partially polarized wave, not by optimizing the scattering wave power of random target. Another difference is the optimal polarization states corresponding to the maximum or minimum polarimetric received power can be obtained at the same time. Comparing with the present method for optimizing polarimetric received power, the new method is more applicable than the present method for optimizing polarimetric received power because the three step procedure is used to simplify the process of obtaining the optimal polarization states of random target. With the real polarimetric SAR data at the site of San Francisco, USA, we demonstrate that: a) the new method is validated; b) the new method is more efficient in calculating the optimal polarization states of the received and transmitted antennas than the present method.

     

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