大气中的波流相互作用研究进展

何金海; 胡亮; 杨松

大气中的波流相互作用研究进展

1.
南京信息工程大学大气科学系, 江苏, 南京, 210044
2.
School of Computational Sciences, George Mason University, Fairfax, Virginia 22030, USA

基金项目: 国家自然科学基金项目(40775058);广东省自然科学基金(0400391);热带海洋气象科学研究基金

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- 被引次数: 0
出版历程
- 收稿日期: 2006-09-26
- 修回日期: 2007-03-16

THE PROGRESS OF RESEARCH ON WAVE-MEAN FLOW INTERACTIONS

1.
Department of Atmospheric Sciences, NUIST, Nanjing 210044, China
2.
School of Computational Sciences, George Mason University, Fairfax, Virginia 22030, USA

摘要

摘要: 简要回顾了近年来关于波动同纬向平均流相互作用的研究进展,重点讨论了E-P通量和波作用守恒理论的研究进展,同时,还介绍了波流作用稳定性问题的理论研究动态。
- 波流相互作用 /
- E-P通量 /
- 稳定性
Abstract: This paper summarized the latest progress on the interaction between wave and zonal average flow,especially paying much attention to the study of E-P influx and the theory of wave action conservation.This paper also presented the development of the wave action stability in the third section.
- wave-mean flow interactions /
- E-P influx /
- stability

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参考文献(97)

[1]	LINDZEN R S,HOLTON J R.A theory of the quasi-biennial oscillatinn[J].J Atmos Sci,1968,25(6):1 095-1 107.
[2]	MATSUNO T.Vertical propagation of stationary planetary waves in the winter northern hemisphere[J].J Atmos Sci,1970,27(6):871-883.
[3]	GAO Shouting,TAO Shiyan,DING Yihui.The generalized E-P flux wave-meanflow interactions[J].Science in China(serial B).1990,33(6):704-715.
[4]	PFEFFER R L.A study of eddy-induced fluctuations of the zonal-mean wind using conventional and transformed Eulerian diagnostics[J].J Atmos Sci,1992,49(12):1 036-1 050.
[5]	SHEPHERD T G..Symmetries,conservation laws,and hamiltonian structure in geophysical fluid dynamics[J].Adv Geophys,1990,32:287-338.
[6]	HAYNES P H.Forced,dissipative generalizations of finite-amplitude wave activity conservation relations for zonal and nonzonal basic flows[J].J Atmos Sci,1988,45(16):2352-2362.
[7]	ELIASSEN A,PALM E.On the transfers of energy in stationary mountain waves[J].Geofys Publ,1961,22(3):1-23.
[8]	DICKINSON R E.Theory of planetary wave-zonal flow interaction[J].J Atmos Sci,1969,26(1):73-81.
[9]	PLUMB R A.Circulation of the middle atmosphere[J].Aust Meteor Mag,1982,30:107-122.
[10]	PLUMB R A.On the three-dimensional propagation of stationary waves[J].J Atmos Sci,1985,42(3):217-229.
[11]	EDMON H J J,HOSKINS B J,MCINTYRE M E.Eliassen-Palm cross sections for the troposphere[J].J Atmos Sci,1980,37(12):2 600-2 616.
[12]	DUNKERTON T,HSU C P F,MCINTYRE M E.Some Eulerian and Lagrangian diagnostics for a model stratospheric warming[J].J Atmos Sci,1981,38(4):819-844.
[13]	ROSSBY C G..Relation between variations in the intensity of the zonal circulation of the atmosphere and displacement of semi-permanentcenters of action[J].J Marine Res,1939,2(1):38-55.
[14]	ROSSBY C G,WILLETT H C.Circulation of the upper troposphere and lower stratosphere[J].Science,1948,180(12):643-652.
[15]	CHARNEY J G,DRAZIN P G.Propagation of planetary-scale disturbances from the lower into the upper atmosphere[J].J Geophys Res,1961,66(1):83-109.
[16]	ANDREWS D G,MCINTYRE M E.Planetary waves in horizontal and vertical shear:the generalized Eliassen-Palm relation and the mean zonalacceleration[J].J Atmos Sci,1976,33(11):2 031-2 048.
[17]	ANDREWS D G,MCINTYRE M E.Generalized Eliassen-Palm and Charney-Drazin theorems for waves on axisymmetric mean flows incompressible atmospheres[J].J Atmos Sci,1978,35(2):175-185.
[18]	黄荣辉.冬季格陵兰高原对北半球定常行星波形成的作用[J].大气科学,1983,7:393-402.
[19]	黄荣辉,岸保勘三郎.关于冬季北半球定常行星波传播另一波导的研究[J].中国科学(B),1983,13(10):940-950.
[20]	WU Guoxiong,CHEN Biao.Non-acceleration theorem in a primitive equation system I:Acceleration of zonal mean flow[J].Advances inAtmospheric Sciences.1989,6(1):1-20.
[21]	RAN Lingkun,GAO Shouting,LEI Ting.Effect of a new Eliassen-Palm flux on barotropic basic flow[J].Chin Phys Lett,2004,21(5):980-982.
[22]	高守亭,陶诗言.高空急流加速与低层锋生[J].大气科学,1991,15(1):11-21.
[23]	GAO Shouting,ZHANG Hende,LU Weisong.Ageostrophic Generalized E-P flux in Baroclinic Atmosphere[J].Chin Phys Lett,2004,21(3):576-579.
[24]	ANDREWS D G.Finite-amplitude Eliassen-Palm theorem in isentropic coordinates[J].J Atmos Sci,1983,40(8):1 877-1 883.
[25]	TUNG K K.Nongeostrophic theory of zonally averaged circulation,Part I:Formulation[J].J Atmos Sci,1986,43(22):2 600-2 618.
[26]	YANG H,TUNG T T,OLAGUER E.Nonageostrophic theory of zonally averaged circulation II:Eliassen-Palm flux divergence and isentropicMixing coefficient[J].J Atmos Sci,1990,47(2):215-241.
[27]	ANDREWS D G.On the interpretation of the Eliassen-Palm flux divergence[J].Q J R Meteorol Soc,1987,113:323-338.
[28]	PFEFFER R L.Comparison of conventional and transformed Eulerian diagnostics in the troposphere[J].R Meteo Soc Quar J,1987,113(475):237-254.
[29]	MCINTYRE M E,SHEPHERD T G.An exact local conservation theorem for finite amplitude disturbances to non-parallel shear flows,withremarks on Hamiltonian structure and on Arnol'ds stability theorems[J].J Fluid Mech,1987,181:527-565.
[30]	WHITHAM G B.Augeneral approach to linear and nonlinear dispersive waves using a Lagrangian[J].J Fluid Mech,1965,22:273-283.
[31]	WHITHAM G B.Two-timing,variational principles and waves[J].J Fluid Mech,1970,44(2):373-395.
[32]	HAYES W D.Conservation of action and model wave action[J].Proc R Soc London Ser A,1970,320:187-208.
[33]	ZENG Qingcun.On the Evolution and Interaction of Disturbances and Zonal Flow in Rotating Barotropic Atmosphere[J].J Meteor Soc Japan,1982,60:24-31.
[34]	陈英仪,巢纪平.螺旋Rossby波的波作用守恒和稳定性[J].中国科学(B),1983,7:663-672.
[35]	GRIMSHAW R.Wave action and wave-mean flow interaction with application to stratified shear flows[J].Ann Rev Fluid Mech,1984,16(1):11-44.
[36]	ZENG Qingcun.Evolution of large-scale disturbances and their interaction with mean flow in a rotating barotropic atmosphere Ⅱ[J].Advances in Atmospheric Sciences,1986,5(3):172-188.
[37]	SCINOCCA J F,SHEPHERD T G.Nonlinear wave-activity conservation laws and Hamiltonian structure for the two-dimensional anelasticequations[J].J Atmoc Sci,1992,49(1):5-27.
[38]	PLUMB R A.Three-dimensional propagation of transient quasi-geostrophic eddies and its relationship with the eddy forcing of the time-meanflow[J].J Atmos Sci,1986,43(16):1 657-1 678.
[39]	KURODA Y.Quasi-geostrophic 3-dimensional E-Pflux of stationary waves on a sphere[J].J Meteor Soc Japan,1996,74(4):37-65.
[40]	TAKAYA K.A formulation of a wave-activity flux for stationary Rossby waves on a zonally varying basic flow[J].Geo Res Let,1997,24(23):2 985-2 988.
[41]	TAKAYA K,NAKAMURA H.A formulation of a phase-in E-P endent wave-activity flux for stationary and migratory quasigeostrophic eddieson a Zonally varying basic flow[J].J Atmos Sci,2001,58(6):608-627.
[42]	HOLTON J R.The Dynamic meteorology of the stratosphere and mesosphere[J].American Meterological society,1975,15(37):105-110.
[43]	MCINTYPE M E,PALMER T N.The "surf zone" in the stratosphere[J].J Atm Terr Phys,1984,46:825-849.
[44]	HOLTON J R.The role of gravity wave induced drag and diffusion in the momentum budget of the mesosphere[J].J Atmos Sci,1982,39(4):791-799.
[45]	FRITTS D C.Gravity wave saturation in the middle atmosphere:a review of theory and observation[J].Geophys Space Phys,1984,22(3):479-485.
[46]	MCFARLANE N A.Effect of orographically excited gravity wave drag on the general circulation of the lower stratosphere and troposphere[J].J Atmos Sci,1987,44(14):1 775-1 800.
[47]	GAO Shouting,LIU Kunru.A study of the effect of gravity wave breaking on middle atmospheric circulation[J].Acta Meteorologica Sinica,1998,12(4):479-485.
[48]	GAO Shouting,RAN Lingkun.On the parameterization scheme of gravity wave drag effect on the mean zonal flow of mesosphere[J].Chinese Science Bulletin,2003,48(10):1 020-1 023.
[49]	徐祥德.热带大气周期性振荡相图结构与南北半球中纬度热力强迫效应的相关关系[J].大气科学,1992,16(2):147-157.
[50]	徐祥德,赵天良,何金海,等.澳洲大陆热力强迫对南北半球流型域的影响效应[J].大气科学,1993,17(6):641-650.
[51]	徐祥德,苗秋菊,彭世球,等.长江中下游洪涝与强信号源大圆路径波列的特征[M] //东亚季风和中国暴雨.北京:气象出版社,1998:220-229.
[52]	高守亭,朱文妹,董敏.大气低频变异中的波流相互作用(阻塞形势)[J].气象学报,1998,56(6):665-679.
[53]	徐祥德,赵天良.偶极子型系统及其阻塞结构成因的数值试验[J].气象学报,1994,52(1):107-110.
[54]	余斌,黄荣辉.热带对流活动与低频波流相互作用[J].热带气象学报,1995,11(4):297-305.
[55]	徐祥德,高守亭.外源强迫与波流相互作用动力学原理[M].北京:海洋出版社,2002:59-63.
[56]	冉令坤,高守亭,雷霆.高空急流区内纬向基本气流加速与E-P通量的关系[J].大气科学,2005,29(3):409-416.
[57]	LAU N C.The structure and energetics of transient disturbances in the Northern Hemisphere wintertime circulation[J].J Atmos Sci,1979,36(6):982-995.
[58]	SHUTTS G J.The propagation of eddies in diffluent jetstreams:eddy vorticity forcing of 'block' flow fields[R].Bracknell:U K MeteorologicalOffice,Bracknell,Berks,1983:1-46.
[59]	丁一汇.高等天气学[M].北京:气象出版社,1991:33-66.
[60]	XU Qin,GU Wei,GAO Shouting.Nonlinear oscillations of semigeostrophic eady waves in the presence of diffusivity[J].Advances in Atmospheric Sciences,2005,22(1):49-57.
[61]	XU Qin,GAO Shouting,FIEDLER B H.A theoretical study of cold air damming with upstream cold air inflow[J].J Atmos Sci,1996,53(2):312-326.
[62]	XU Qin,GAO Shouting.An analytic model of cold air damming and its applications[J].J Atmos Sci,1995,52(3):353-365.
[63]	FAN Ping,GAO Shouting.Laboratory studies of low vortices in a low froude number flow pasting over an isolated obstacle[J].Chin Phys Lett,2005,22(1):150-153.
[64]	GAO Shouting,FAN Ping.An experiment study of lee vortex with large topography forcing[J].Chinese Science Bulletin,2005,50(3):248-255.
[65]	GAO Shouting,FAN Ping.Laboratory studies of the stratified rotating flow passing over an isolated obstacle[J].Chin Phys Lett,2003,20(7):1 094-1 097.
[66]	KUO H L.Dynamic instability of two-dimensional non-divergence flow in a barotropic atmosphere[J].J Meteorol,1949,6:105-122.
[67]	CHARNEY J G.The dynamics of long waves in a baroclinic westerly current[J].J Meteor,1947,4(5):135-163.
[68]	EADY E T.Long waves and cyclone waves[J].Tellus,1949,1(1):33-52.
[69]	PHILLIPS N A.Energy transformations and meridional circulations associated with simple baroclinic waves in a two-level quasi-geostrophicmodel[J].Tellus,1954,6:273-286.
[70]	HOWARD L N.Note on a paper by John[J].MILES J W.J Fluid Mech,1961,10(4):509-512.
[71]	ZENG Q C.Nongeostrophic instability[J].Scientia Sinica.Series B,1986,29:535-542.
[72]	STONE P H.On non-geotrophic baroclinic stability[J].J Atmos Sci,1966,23(4):390-400.
[73]	曾庆存.数值天气预报的数学物理基础[M].北京:科学出版社,1979:237-314.
[74]	BURGER A.Instability associated with the continuous spectrum in a baroclinic flow[J].J Atmos Sci,1966,23(3):272-277.
[75]	卢佩生,卢理,曾庆存.正压准地转模式的谱和扰动的演变[J].中国科学(B),1986,16(11):1 225-1 233.
[76]	PEDLOSKY J.Geophysical fluid dynamics[M].Springer Verlag,1979:423-539.
[77]	GAO Shouting.A-B hybrid equation method of nonlinear bifurcation in wave-flow interaction[J].Advances in Atmospheric science,1991,8(2):165-174.
[78]	GAO Shouting,LIU Kunru.Introduction of the direct method by illustrating schr(o)dinger equation and its application to wave-wave strikinginteraction[J].Advances in Atmospheric science,1990,7(3):196-191.
[79]	ARNOL'D V I.On a priori estimate in the theory of hydrodynamic stability[J].Amer Math Soc Transl,1969,2(79):267-269.
[80]	ARNOL'D V I.Condition for nonlinear stability of stationary plane curvilinear flows of an ideal fluid[J].Dokl Akad Nauk,SSSR,1965,975-978.
[81]	ANDREWS D G.On the existence of nonzonal flows satisfying sufficient conditions for satibility[J].Geophys Astrophys Fluid Dyn,1984,28:243-256.
[82]	ZENG Q C.Variational principle of instability of atmosphic motions[J].Advances in Atmospheric Sciences,1989,6(2):137-172.
[83]	REN S.Finite-amplitude wave-activity invariants and nonlinear stability theorems for shallow water semigeostrophic dynamics[J].J Atmos Sci,2000,57(20):3 388-3 397.
[84]	MU M.Nonlinear stability criteria formations of multi-layer quasi-geostrophic flow[J].Science in China(B),1991,34(1):1 516-1 528.
[85]	MU M,ZENG Q C,SHEPHERD T G,et al.Nonlinear stability of mutilayer quasi-geostropheric flow[J].J Fluid Mech,1994,264:165-184.
[86]	SERRIN J.On the stability of viscous fluid motions[J].Arch Rar Mech Anal,1959,3(1):1-13.
[87]	HENROTAY P.Nonlinear baroclinic instability:an approach based on Serrin's energy method[J].J Atmos Sci,1983,40(3):762-768.
[88]	陆维松.摩擦耗散和非线性正压不稳定[J].中国科学(B),1989,19(8):888-896.
[89]	XU Xiangde,HE Jinhai,ZHU Qiangen.A dynamical analysis of basic factors of low-frequency oscillation in the tropical atmosphere[J].ActaMeteotological Sinica,1990,4(2):157-167.
[90]	XU Xiangde.Study on the stability structure of synoptic scale systems,the bifurcation of phase path characteristics and the influence of thetime-oscillation of heat source[J].Acta Meteotological Sinica,1989,3:83-89.
[91]	丑纪范.初始场作用的衰减与算子的特征[J].气象学报,1983,41(4):385-392.
[92]	吴国雄,董步文.大气平衡态的初步特征[J].大气科学,1990,14(3):267-276.
[93]	徐祥德.天气尺度系统稳定性结构、相路特征的分岔及热源时间振荡影响问题的探讨[J].气象学报,1987,45(2):140-149.
[94]	徐祥德.轴对称涡旋非线性运动平衡态、失稳和突变影响因子的研究[J].大气科学,1991,15(1):63-72.
[95]	徐祥德,朱复成.东西风廓线特征与大气运动平衡态定常波的相关关系及共振条件的研究[J].高原气象,1991,10(2):134-145.
[96]	徐建军,林春育.1981-1982年纬向非对称基本流正压不稳定对30-50天振荡作用的诊断分析[J].热带气象学报,1991,7(2):121-126.
[97]	HIGGINS R W,SCHUBERT S D.Low-Frequency Synoptic-Eddy Activity in the Pacific Storm Track[J].J Atmos Sci,1993,50(12):1 672-1 690.