摘要
The precise definition of polarization transform is proposed from the viewpoint of polarization domain transform for the first time. The mathematical principle,char-acteristics and physical meanings of polarization transform are analyzed. Two typical kinds of polarization transforms which are called unitary matrix polarization transform (UMPT) and diagonal matrix polarization transform (DMPT) are put for-ward. The gain property and the change property of polarization state distance are presented in detail. Thereby,the concept of serial polarization transform is pro-posed. A general polarization transform can be realized by two steps: changing the location of polarization states in polarization domain by UMPT; and expanding or compressing the density of polarization states by DMPT. The result is meaningful to many applications including polarization filtering,detection,enhancement,anti-jamming,discrimination and so on.
The precise definition of polarization transform is proposed from the viewpoint of polarization domain transform for the first time. The mathematical principle, characteristics and physical meanings of polarization transform are analyzed. Two typical kinds of polarization transforms which are called unitary matrix polarization transform (UMPT) and diagonal matrix polarization transform (DMPT) are put forward. The gain property and the change property of polarization state distance are presented in detail. Thereby, the concept of serial polarization transform is proposed. A general polarization transform can be realized by two steps: changing the location of polarization states in polarization domain by UMPT; and expanding or compressing the density of polarization states by DMPT. The result is meaningful to many applications including polarization filtering, detection, enhancement, anti-jamming, discrimination and so on.
基金
the National Excellent PhD Dissertations Fund of China (Grant No 08100101)
the New Century Excellent Talents Fund of China (Grant No NCET-04-0997)
the National Natural Science Foundation of China (Grant No 60672033)
the Excellent PhD Fund of National University of Defense Technology (Grant No B070401)
