Measurement for Phase Difference Rate without Phase Ambiguity

Updata:01-01-1970

Source:
By:Yu Tao

DOI: https://doi.org/10.30564/jeisr.v1i1.579

Abstract:

Firstly, the direction finding solution at the midpoint of a single base array is given for the purpose of this paper and the several functions relation between phase and frequency is also described. Then, the expression of phase difference rate is described based on the multichannel phase difference measurement. With stripping time difference item correspond to the baseline length from phase difference rate, a function is extracted which signifies the differential characteristics of wavelength integer and phase difference in a unit of length. Simulation calculation found that the variation of differential function of path difference in a unit of length is very regular. The corresponding corrected value can is determine directly by distinguishing the range of differential item of phase difference obtained by actual measurement. Thus, the function expression can be obtained that is equivalence with the quondam differential function of path difference and that is nothing to do with the difference item of wavelength integer. On this basic, several parameters are analyzed by using the method of phase difference measurement without phase ambiguity. The research results in this paper may provide a powerful technical support for engineering practical design related to the phase measuring.

References:

[1] Fucheng Guo, Xingjiang Jia. A Single Observer Passive Localization Method Using Phase Difference Changing Rate Only and Its Error Analysis[J]. Acta Aeronautica Et Astronautica Sinica, 2009, 30(6): 1090-1095. [2] Qiang Wang, Danxing Zhong, Fucheng Guo, Xinpu Deng, Yiyu Zhou. A single moving observer passive localization method using LBI phase difference change rates only[J]. Signal Processing, 2009, 25(8A): 566-569. [3] Weiqiang Zhu, Pei-kang Huang, Qin Ma. Location method for phase difference rate of change with single-observer[J]. Systems Engineering and Electronics, 2008, 30(11): 2108-2111. [4] Deng-cai Huang, Min Ding. Introduction to Passive Location Using Phase Rate of Change[J]. Modern Radar, 2007, 29(8): 32-34+51. [5] Yuehui Shan, Zhongkang Sun, Fukan Huang. Research on Single Observer-Passive Location Technology Based on Method of Phase Difference Rate of Change[J]. Journal of National University of Defense Technology, 2001, 23(16): 74-77. [6] Wenjian Si, Dianfa Ping, Feng Su, Peihong Zhao. Study on Technology of Airborne Passive Location Based on Phase Rate of Change[J]. Ship Electronic Engineering, 2010, 30(4): 76-79. [7] Guoqing Zhao. Radar countermeasures[M]. Xi’an university of electronic science and technology press, 1999. [8] Huashan Ma. Project implementation of design and direction finding algorithm for a direction finding antenna array using phase interferometer with three-baseline[J]. Telecommunications research, 2011(1): 28-33. [9] Xuejin Jiang, Xia Gao, Yang Shen. Design of Multi-Baseline Interferometer[J]. Electronic Information Warfare Technology, 2008, 23(4): 39-45. [10] Zhiyu Qu, Xicai Si. Direction Finding Method of Wideband Passive Radar Seeker Based on Virtual Baseline[J]. Journal of Projectiles, Rockets, Missiles and Guidance, 2007, 27(4): 92-95. [11] Zhongkang Sun. Passive location and tracking technology by single observer[M]. Beijing: National defense industry press, 2008. [12] Dengcai Huang, Min Ding. Introduction to Passive Location Using Phase Rate of Change[J]. Modern Radar, 2007,29(8): 32-34+51. [13] Weiqiang Zhu, Peikang Huang, Qin Ma. Location method for phase difference rate of change with single-observer[J]. Systems Engineering and Electronics, 2008, 30(11): 2108-2111. [14] Yaowei Xu, Zhongkang Sun. The passive location for the moving radiation source by using phase difference rate[J]. Systems Engineering and Electronics, 1999, 21(8): 7-8. [15] T. Yu, Airborne passive localization method based on Doppler- phase interference measurement. In: I. Padron, Ed., Recent In- terferometry Applications in Topography and Astronomy, InTech Publisher, 2012: 133-168. [16] Yu Tao. Method Obtaining Phase-Difference Rate by Multichannel Phase Difference Detection on Airborne Platform[J]. Journal of Aerospace Science and Technology, 2013, 1(1): 1-5. [17]Wang Yong, Ye Bin, Xie Chunsheng. New time difference direction finding method[J]. Electronic Warfare Technology, 1995(3): 1-7. [18] Gong Yu. Time difference direction finding method[J]. Electronic Warfare Technology, 1994(2): 18-23. [19] Shao Jianhua. Analysis of direction finding accuracy for short baseline time difference[J]. Aerospace Electronic Warfare, 1998(l): 16-18. [20] Shao Jianhua. Technology system and application prospect of short baseline time difference direction finding[J]. Aerospace Electronic Warfare, 1997(4): 23-25. Technology system and application prospect of short baseline time difference direction finding [21] Zeng Que. Measuring method of phase difference rate[J]. Aerospace Electronic Warfare, 2003(3): 36-38. [22] Guo Hui, Ma Baohong, Hou Qingyu.Measurement method of angle changing rate in single-station passive location[J]. Aerospace Electronic Warfare, 2011,27(3): 30-32,+57. [23] Li Hong Qin Yuliang, Li Yanpeng Wang, Hong qiang, Li Xiang. A Phase Compensation Based Algorithm for Doppler Frequency Rate Estimation from BPSK Coherent Pulse Train[J]. Journal of Electronics & Information Technology, 2010, 32(9): 2156-2160. [24] Gaoying Zhou. Study on the dual station passive location algorithm based on the difference value of Doppler Frequency rate [D].Nanjing university of aeronautics and astronautics, 2012. [25] Zhan Gmin. Study on measurement technology of Doppler Frequency rate in passive location of single star[D].University of national defense science and technology, 2009. [26] Junhu Wang, Xinpu Deng. Measurement method of Doppler Frequency Rate of Coherent Pulse signal[J]. Aerospace Electronic Warfare, 2005, 21(2-2): 41-43+50. [27] Daowan Fong, Yiyu Zhou, Zonghua Li. A Fast and Accurate Estimator for Doppler Rate-of-Change with the Coherent Pulse Train[J]. Signal Processing, 2004, 20(2-1): 40-43. [28] Xingjiang Jia, Fucheng Guo, Yiyu Zhou. Passive Localization Based on Short Time TDOA Sequence[J]. Acta Aeronautica Et Astronautica Sinica, 2011, 48(2): 291-298. [29] Ying Wen, Donghai Li, Dexiu Hu. A Method of Single Observer Passive Location Based on Time Delay Rate[J]. Command Information System and Technology, 2011, 2(1): 27-30+48. [30] Huo Guang, Donghai Li. Approach of Airborne Single -station Passive Locating for an Emitter with Fixed Wideband[J]. Fire Control Radar Technology, 2012, 41(4): 31-35. [31] Ying Wen, Donghai Li, Dexiu Hu. A Single Observer Passive Localization Method for Wideband Signal Based on Time Delay and Time Delay Rate[J]. Electronic Warfare Technology, 2012, 27(2): 14-17.

Tags: