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THE EFFECTS OF THE PLATEAU'S TOPOGRAPHIC GRADIENT ON ROSSBY WAVES AND ITS NUMERICAL SIMULATION

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doi: 10.16555/j.1006-8775.2015.04.003

  • By using barotropic model equations, this article analyzed the characteristics of Rossby waves, the propagation features of wave energy and the influence of dynamic and thermal effects of the Tibetan Plateau on Rossby waves, and the focus is on discussing the plateau's topographic gradient effects on atmospheric Rossby waves. Then based on the WRF3.2 and the NCEP/NCAR FNL reanalysis data, we devised comparative tests of changing the plateau's topographic gradient and simulated a process of persistent heavy rain that happened in May 2010 in South China. The results are shown as follows. The Tibetan Plateau’s topography is conducive to the formation of atmospheric Rossby waves. while the plateau's terrain, its friction and heating effects can all make the atmospheric Rossby waves develop into the planetary waves; The effects of plateau's north and south slopes on the Rossby wave’ phase velocity is opposite, and when the slope reached a certain value can the quasi-steady normal fluctuations be generated; Simultaneously, due to the plateau's topographic gradient, descending motion appears at the west side of the plateau while ascending motion appears at the east side, and the vertical movement increased with the amplification of topographic gradients. The plateau's topographic gradient also obviously amplified the precipitation in South China, and the rainfall area increased with the amplification of topographic gradients and gradually moved from south to north and from west to east, which is conducive to the occurrence and development of convective activities in the downstream areas of the Tibetan Plateau; Moreover, for the plateau’s dynamic and thermal effects, the Rossby wave’ propagation shows upstream effects of energy dispersion, so the plateau can then affect the weather in downstream areas. Moreover, the wave group velocity increased with the degree of topographic slope.
  • [1] CHARNEY J G, DRAZIN P G. Propagation of the planetary-scale disturbance from the lower into the upper atmosphere [J]. J Geophys Res., 1961, 66(1): 83-109.
    [2] DICKINSON R E. Planetary Rossby waves propagating vertically through weak westerly wind wave guides [J]. J Atmos Sci, 1968, 25(6): 984-1 002.
    [3] HUANG Rong-hui, GAMBO K. The study about another waveguide of stationary wave propagation in the Northern Hemisphere winter [J]. Sci China (Ser B), 1983, 10(10): 940-950.
    [4] HUANG Rong-hui. The computation of the momentum and heat fluxes due to stationary planetary waves responding to forcing by the Northern Hemispheric topography and stationary heat sources in winter [J]. Acta Meteorol Sinica, 1984, 42(1): 1-10.
    [5] HUANG Rong-hui. The dynamic effect of the Tibetan Plateau and the Rocky mountains on the formation of stationary planetary waves in the Northern Hemisphere in summer [J]. Chin J Atmos Sci, 1985, 9(3): 243-250.
    [6] HUANG Rong-hui. The thermal role of the Tibetan Plateau in the formation of the northern hemisphere stationary planetary waves in summer [J]. Chin J Atmos Sci, 1986, 10(1): 1-8.
    [7] LV Ke-li. The steady and unsteady planetary waves excited by topography and external source [J]. J Trop Meteorol, 1994, 10(3): 247-256.
    [8] FU Xiao-wei, XU You-feng. The effects of topography and heat source on the formation of the standing planetary waves in winter [J]. Sci Atmos Sinica, 1994, 18(1): 72-79.
    [9] CHEN Wen, HUANG Rong-hui. The three-dimensional propagation of quasi-stationary planetary waves in the Northern Hemisphere winter and its interannual variations [J]. Chin J Atmos Sci, 2005, 29(1): 137-146.
    [10] ZHANG Ji-jia, SUN Guo-wu, CHENG Bao-de. Research on Atmospheric Low-Frequency Variations over the Qinghai-Xizang Plateau [M]. Beijing: Chinese Meteorological Press, 1991: 108pp.
    [11] LI Chong-yin. The atmospheric intraseasonal oscillation of middle and high latitudes [M]// Low-Frequency Oscillation in the Atmosphere, Li Chong-yin (Ed), Beijing: Chinese Meteorological Press, 1993: 50-63.
    [12] QIAN Yong-fu, YAN Hong, WANG Qian-qian, et al. The effects of large terrain and forcing source in barotropic atmosphere [M]// Numerical Studies of Orographic Effects in the Planetary Atmosphere, Qian Yong-fu (Ed), Beijing: Chinese Science Press, 1988: 202-217.
    [13] FU Zun-tao, LIU Shi-kuo. Low-frequency waves forced by large-scale topography in the barotropic quasi-geostrophic model [J]. Quart J Appl Meteorol Sci, 1999, 10(1): 20-27.
    [14] LIU Shi-kuo, BAI Jing-yu, CHEN Hua. Rossby wave affected by large-scale topography of Qinghai-Xizang Plateau [J]. Plateau Meteorol, 2000, 19(3): 331-338.
    [15] LIU Shi-kuo, BAI Jing-yu, XU Xiang-de, et al. Dynamic and thermodynamic effects of the Tibetan Plateau and the low-frequency fluctuation [J]. Quart J Appl Meteorol Sci, 2000, 11(3): 312-321.
    [16] LI Li-ming, HUANG Feng, CHI Dong-yan, et al. Thermal effects of the Tibetan Plateau on Rossby waves from the diabatic quasi-geostrophic equations of motion [J]. Adv Atmos Sci, 2002, 19(5): 901-913.
    [17] DUAN An-min, WU Guo-xiong, LIU Yi-min. Steady wave-like solution of the Rossby wave with sensible heating and topographic effects [J]. Acta Meteorol Sinica, 2006, 64(2): 129-136.
    [18] HUANG Jin, ZHOU Xiao-gang. The effects of topographic gradient on the amplitude of topographic Rossby wave in basic flow [J]. J Yunnan Univ, 2005, 27(1): 35-39.
    [19] WU Guo-xiong, LIU Xin, ZHANG Qiong, et al. Progresses in the study of the climate impacts of the elevated heating over the Tibetan Plateau [J]. Clim Environ Res, 2002, 7(2): 184-200.
    [20] WU Guo-xiong. Recent progress in the study of the Qinghai-Xizang Plateau climate dynamics in China [J]. Quatern Sci, 2004, 24(1): 1-9.
    [21] PAN Jie, BUEH Cholaw, JI Li-ren, et al. Characteristics of Rossby wave propagation associated with the summertime persistent anomaly events of mid- and high-latitude Eurasia [J]. Chin J Atmos Sci, 2008, 32(3): 615-628.
    [22] TAO Shi-yan, WEI Jie, LIANG Feng, et al. Analysis of high impact weather induced by the downstream effect of Rossby waves [J]. Meteorol Mon, 2010, 36(7): 81-93.
    [23] CHENG Qiu-shi. The impact of mid-latitude terrain on large-scale motion [M]// The Dynamics of Synoptic and Sub-Synoptic Scale Systems CHENG Qiu-shi. (Ed), Beijing: Science Press, 1987: 122-129.
    [24] YE Du-zheng, GAO You-xi. The Meteorology of the Qinghai-Xizang (Tibet) Plateau [M]. Beijing: Science Press, 1979: 278pp.
    [25] TAO Shi-yan. The Torrential Rain in China [M]. Beijing: Chinese Science Press, 1980: 225pp.
    [26] JIAN Mao-qiu, LUO Hui-bang, QIAO Yun-ting. On the relationships between the summer rainfall in China and the atmospheric heat sources over the eastern Tibetan Plateau and the western pacific warm pool [J]. J Trop Meteorol, 2004, 10(2): 133-143.
    [27] LI Guo-ping. Dynamic Meteorology of the Tibetan Plateau (2nd Ed) [M]. Beijing: China Meteorological Press, 2007: 69-122, 135-153.
    [28] LIU Shi-kuo, TAN Ben-kui. Nonlinear Rossby waves forced by topography [J]. Appl Math Mechan, 1988, 9(3): 253-266.
    [29] HUANG Jin, DONG Jie. Numerical calculations on the phase velocity and growth rate of topographic Rossby wave [J]. J Northwest Univ (Nat Sci Ed), 2004, 34(4): 379-382.
    [30] YE Du-zheng, LI Chong-yin, WANG Bi-kui. Long wave and myriametric wave dynamics [M]// Dynamic Meteorology, Beijing: Science Press, 1988: 181-192.
    [31] LI Chong-yin. The dynamics of atmospheric intraseasonal oscillation [M]// Introduction of the Climatic Dynamics (2nd Ed), Li Chong-yin (Ed), Beijing: Chinese Meteorological Press, 2000: 106-116.
    [32] MIN Ai-rong, LIAO Yi-shan, YANG Jin-an. Important heavy rain processes in China from April to October in 2010 [J]. Torrent Rain Disast, 2011, 30(1): 90-96.
    [33] HE Yu, LI Guo-ping. Numerical experiments on influence of Tibetan Plateau on persistent heavy rain in South China [J]. Chin J Atmos Sci, 2013, 37(4): 933-944.
    [34] WANG Xiao-fang, HUANG Hua-li, HUANG Zhi-yong. The causation analysis of persistent heavy rain over southern China during May-June 2010 [J]. Meteorol Mon, 2011, 37(10): 1 206-1 215.
    [35] ZOU Jian-feng. Dynamic analysis of the climbing and deflective flow on the large scale topography [J]. Sci Meteorol Sinica, 1989, 9(1): 27-36.
    [36] HOVMOLLER E. The trough and ridge diagram [J]. Tellus, 1949, 1(2): 62-66.
    [37] WU Guo-xiong, LI Wei-ping, GUO Hua, et al. Sensible heat driven air-pump over the Tibetan Plateau and its impacts on the Asian Summer Monsoon [M]// Collections on the Memory of Zhao Jiu-zhang, YE Du-zheng, et al. (Ed), Beijing: China Meteorological Press, 1997, 116-126.
    [38] WU Guo-xiong, LIU Yi-min, HE Bian, et al. Thermal controls on the Asian Summer Monsoon [J]. Sci Rep, 2012, 2: 404. doi:10.1038/srep00404.

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HE Yu, LI Guo-ping. THE EFFECTS OF THE PLATEAU'S TOPOGRAPHIC GRADIENT ON ROSSBY WAVES AND ITS NUMERICAL SIMULATION [J]. Journal of Tropical Meteorology, 2015, 21(4): 337-351, https://doi.org/10.16555/j.1006-8775.2015.04.003
HE Yu, LI Guo-ping. THE EFFECTS OF THE PLATEAU'S TOPOGRAPHIC GRADIENT ON ROSSBY WAVES AND ITS NUMERICAL SIMULATION [J]. Journal of Tropical Meteorology, 2015, 21(4): 337-351, https://doi.org/10.16555/j.1006-8775.2015.04.003
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Manuscript revised: 22 July 2015
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THE EFFECTS OF THE PLATEAU'S TOPOGRAPHIC GRADIENT ON ROSSBY WAVES AND ITS NUMERICAL SIMULATION

doi: 10.16555/j.1006-8775.2015.04.003

Abstract: By using barotropic model equations, this article analyzed the characteristics of Rossby waves, the propagation features of wave energy and the influence of dynamic and thermal effects of the Tibetan Plateau on Rossby waves, and the focus is on discussing the plateau's topographic gradient effects on atmospheric Rossby waves. Then based on the WRF3.2 and the NCEP/NCAR FNL reanalysis data, we devised comparative tests of changing the plateau's topographic gradient and simulated a process of persistent heavy rain that happened in May 2010 in South China. The results are shown as follows. The Tibetan Plateau’s topography is conducive to the formation of atmospheric Rossby waves. while the plateau's terrain, its friction and heating effects can all make the atmospheric Rossby waves develop into the planetary waves; The effects of plateau's north and south slopes on the Rossby wave’ phase velocity is opposite, and when the slope reached a certain value can the quasi-steady normal fluctuations be generated; Simultaneously, due to the plateau's topographic gradient, descending motion appears at the west side of the plateau while ascending motion appears at the east side, and the vertical movement increased with the amplification of topographic gradients. The plateau's topographic gradient also obviously amplified the precipitation in South China, and the rainfall area increased with the amplification of topographic gradients and gradually moved from south to north and from west to east, which is conducive to the occurrence and development of convective activities in the downstream areas of the Tibetan Plateau; Moreover, for the plateau’s dynamic and thermal effects, the Rossby wave’ propagation shows upstream effects of energy dispersion, so the plateau can then affect the weather in downstream areas. Moreover, the wave group velocity increased with the degree of topographic slope.

HE Yu, LI Guo-ping. THE EFFECTS OF THE PLATEAU'S TOPOGRAPHIC GRADIENT ON ROSSBY WAVES AND ITS NUMERICAL SIMULATION [J]. Journal of Tropical Meteorology, 2015, 21(4): 337-351, https://doi.org/10.16555/j.1006-8775.2015.04.003
Citation: HE Yu, LI Guo-ping. THE EFFECTS OF THE PLATEAU'S TOPOGRAPHIC GRADIENT ON ROSSBY WAVES AND ITS NUMERICAL SIMULATION [J]. Journal of Tropical Meteorology, 2015, 21(4): 337-351, https://doi.org/10.16555/j.1006-8775.2015.04.003
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