F1层未充分发展时的电离层剖面反演

蔚娜, 柳文, 鲁转侠, 冯静, 杨龙泉, 郭文玲. F1层未充分发展时的电离层剖面反演[J]. 地球物理学报, 2016, 59(3): 778-790, doi: 10.6038/cjg20160302
引用本文: 蔚娜, 柳文, 鲁转侠, 冯静, 杨龙泉, 郭文玲. F1层未充分发展时的电离层剖面反演[J]. 地球物理学报, 2016, 59(3): 778-790, doi: 10.6038/cjg20160302
WEI Na, LIU Wen, LU Zhuan-Xia, FENG Jing, YANG Long-Quan, GUO Wen-Ling. The electron density profile inversion for incompletely developed case of F1 layer[J]. Chinese Journal of Geophysics (in Chinese), 2016, 59(3): 778-790, doi: 10.6038/cjg20160302
Citation: WEI Na, LIU Wen, LU Zhuan-Xia, FENG Jing, YANG Long-Quan, GUO Wen-Ling. The electron density profile inversion for incompletely developed case of F1 layer[J]. Chinese Journal of Geophysics (in Chinese), 2016, 59(3): 778-790, doi: 10.6038/cjg20160302

F1层未充分发展时的电离层剖面反演

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    作者简介:

    蔚娜,女,1981年生,高级工程师,博士,2008年毕业于哈尔滨工程大学.目前主要从事雷达信号处理和电波传播研究工作.E-mail:lenghanbingxue@sina.com

  • 中图分类号: P352

The electron density profile inversion for incompletely developed case of F1 layer

  • 垂测电离图反演对研究电离层结构及运动、电离层波传播、空间气象应用等具有重要意义,一直以来受到十分广泛的重视.F1层未充分发展的回波描迹是垂测电离图中观测到的最多的一种情况,此时垂测描迹上表现为F1层到F2层的平滑过渡,而不是F1层充分发展时出现的尖点,然而现有电离层模型以及反演算法更多的是针对F1层充分发展情况,即模型剖面在F1层峰高处近似为抛物形状,此处电子浓度剖面梯度为无穷大,这不符合F1层未充分发展时的剖面形态,即F1层剖面未到达抛物顶点处就已经达到该层电子浓度的最大值然后到达F2层,剖面梯度为一个有限的数值.因此,本文针对垂直探测中经常出现的F1层未充分发展情况,引入F1层模型设定临频这一参数,建立了F1层未充分发展时的基于移位切比雪夫多项式的电离层模型,并从电离层剖面的光滑性考虑,在所建模型的基础上,提出了约束优化F1层参数、F2层参数的垂测电离图反演方法.然后,通过仿真分析,从理论上验证了所建电离层模型和反演算法的合理性,并通过反演电子浓度剖面合成的垂测、斜测描迹与实测数据的对比,对反演算法的有效性进行了进一步的试验验证.
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  • [1]

    Bilitza D. 1990. The international reference ionosphere. NSSDC/WDC-A-R & S Report 90-22. National Space Science Data Center. Greenbelt,Maryland.

    [2]

    Dyson P L,Bennett J A. 1988. A model of the vertical distribution of the electron concentration in the ionosphere and its application to oblique propagation studies. Journal of Atmospheric and Terrestrial Physics,50(3):251-262.

    [3]

    Davies K,Rush C M. 1985. High-frequency ray paths in ionospheric layers with horizontal gradients. Radio Science,20(1):95-110.

    [4]

    Ding Z H,Ning B Q,Wan W X. 2007. Real-time automatic scaling and analysis of ionospheric ionogram parameters. Chinese Journal of Geophysics,50(4):969-978.

    [5]

    Felgate D G,Golley M G. 1971. Ionospheric irregularities and movements observed with a large aerial array. Journal of Atmospheric and Terrestrial Physics,33(9):1353-1369.

    [6]

    Galkin I A,Reinisch B W,Ososkov G A,et al., 1996. Feedback neural networks for ARTIST ionogram proceedings. Radio Science,31(5):1119-1128.

    [7]

    Gilbert J D,Smith R W. 1988. A comparison between the automatic ionogram scaling system ARTIST and the standard manual method. Radio Science,23(6):968-974.

    [8]

    Huang X Q,Reinisch B W. 1982. Automatic calculation of electron density profiles from digital ionograms 2. True height inversion of topside ionograms with the profile-fitting method. Radio Science,17(4):837-844.

    [9]

    Hunsucker R D. 1991. Radio Techniques for Probing the Terrestrial Ionosphere. Springer-Verlag.

    [10]

    Jiang C H,Yang G B,Zhao Z Y,et al., 2014. A method for the automatic calculation of electron density profiles from vertical incidence ionograms. Journal of Atmospheric and Solar-Terrestrial Physics,76:20-29.

    [11]

    Jones R M,Stephenson J J. 1975. A versatile three-dimensional ray tracing computer program for radio waves in the ionosphere. OT Report 75-76. US Department of Commerce,Office of Telecommunications,US Government Printing Office. Washington,USA, 185 pp.

    [12]

    Liu W,Jiao P N,Wang S K,et al., 2008. Short wave ray tracing in the ionosphere and its application. Chinese Journal of Radio Science (in Chinese),23(1):41-48.

    [13]

    Liu W,Kong Q Y,Chen Y,et al., 2009. Method on ionogram autoscaling based on IRI model. Chinese Journal of Radio Science(in Chinese),24(2):218-223.

    [14]

    Reinisch B W,Huang X Q. 1983. Automatic calculation of electron density profiles from digital ionograms 3. Processing of bottomside ionograms. Radio Science,18(3):477-492.

    [15]

    Reinisch B W,Gamache R R,Huang X Q,et al., 1988. Real time electron density profiles from ionograms. Advances in Space Research,8(4):63-72.

    [16]

    Scotto C,Pezzopane M. 2004. Software for the automatic scaling of critical frequency foF2 and MUF(3000)F2 from ionograms applied at the ionospheric observatory of gibilmanna. Annales Geophysicae,47(6):1783-1790.

    [17]

    Scotto C. 2009. Electron density profile calculation technique for autoscala ionogram analysis. Advances in Space Research,44(6):756-766.

    [18]

    Titheridge J E. 1959. The calculation of real and virtual heights of reflection in the ionosphere. Journal of Atmospheric and Terrestrial Physics,17:96-109.

    [19]

    Titheridge J E. 1961. A new method for the analysis of ionospheric records. Journal of Atmospheric and Terrestrial Physics,21:1-12.

    [20]

    Titheridge J E. 1967. The overlapping-polynomial analysis of ionograms. Radio Science,2(10):1169-1175.

    [21]

    Titheridge J E. 1985. Ionogram analysis with the generalized program POLAN. Report UAG-93. World Data Center A for Solar-Terrestrial Physics. Boulder,Colorado.

    [22]

    Wang S K,Liu W,Li S L,et al., 2010. Inversion method of F1 layer on vertical sounding ionogram. Chinese Journal of Radio Science(in Chinese),25(1):172-177.

    [23]

    Zheng C Q. 1992. The inversion of the vertical sounding ionogram. Chinese Journal of Radio Science(in Chinese),7(4):64-74.

    [24]

    丁宗华,宁百齐,万卫星. 2007. 电离层频高图参数的实时自动度量与分析. 地球物理学报,50(4):969-978.

    [25]

    柳文,孔庆颜,陈跃等. 2009. 基于IRI模型的垂测电离图自动判读算法. 电波科学学报,24(2):218-223.

    [26]

    柳文,焦培南,王世凯等. 2008. 电离层短波三维射线追踪及其应用研究. 电波科学学报,23(1):41-48.

    [27]

    王世凯,柳文,李书苓. 2010. 垂测电离图F1层反演方法研究. 电波科学学报,25(1):172-177.

    [28]

    郑传青. 1992. 垂直探测频高图的反演. 电波科学学报,7(4):64-74.

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出版历程
收稿日期:  2015-10-09
修回日期:  2015-12-23
上线日期:  2016-03-05

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