期刊文献+
共找到5篇文章
< 1 >
每页显示 20 50 100
正压地转流的空间不稳定
1
作者 林一骅 《大气科学》 CSCD 北大核心 2024年第3期837-842,共6页
与时间不稳定一样,空间不稳定也是地球流体中扰动发生发展的重要机制。基于标准模方法,研究了正压地转流对于小扰动的空间不稳定问题,并得到发生空间不稳定的必要条件。该必要条件指出,若正压地转流可能发生空间不稳定,其位涡对于纬度... 与时间不稳定一样,空间不稳定也是地球流体中扰动发生发展的重要机制。基于标准模方法,研究了正压地转流对于小扰动的空间不稳定问题,并得到发生空间不稳定的必要条件。该必要条件指出,若正压地转流可能发生空间不稳定,其位涡对于纬度的偏微商与小扰动相对于该地转流的相速必须在某些纬度带异号。在附加适当的限制的情况下,空间不稳定与时间不稳定满足相同的必要条件,即Rayleigh–Kuo定理和Fjørtoft定理。 展开更多
关键词 地转流动 正压 空间不稳定 必要条件
下载PDF
再论地转流的正压不稳定
2
作者 林一骅 《大气科学》 CSCD 北大核心 2023年第6期1723-1730,共8页
本文研究了考虑地转约束的情况下,正压不稳定的必要条件,并基于能量学和位涡动力学理论,对正压不稳定的必要条件的物理含义进行了诠释。对于满足地转平衡的基本流,瑞利—郭晓岚定理[(Rayleigh,1880)、Kuo(1949,1973)]修正为:若地转流可... 本文研究了考虑地转约束的情况下,正压不稳定的必要条件,并基于能量学和位涡动力学理论,对正压不稳定的必要条件的物理含义进行了诠释。对于满足地转平衡的基本流,瑞利—郭晓岚定理[(Rayleigh,1880)、Kuo(1949,1973)]修正为:若地转流可能出现不稳定,其位涡梯度需在某个纬度取极值。Fjortoft定理(Fjortoft,1950)相应地成为:若地转流可能出现不稳定,需满足Q_(y)(位涡的经向梯度)与U-U_(s)(地转流速度与Q_(y)为零处的地转流速度之差)同号。即由原结论中的绝对涡度修正为位涡,这是地转约束也是位涡约束的结果。研究指出满足能量关系是正压不稳定可能出现的能量学要求,瑞利—郭晓岚定理是正压不稳定可能出现的位涡动力学条件,而Fjortoft定理则是能量学与位涡动力学两种要求的协调,能量关系、瑞利—郭晓岚定理和Fjortoft定理三者均须满足,正压不稳定才有可能发生。 展开更多
关键词 地转流动 正压不稳定 必要条件 能量学 位涡动力学
下载PDF
Kinetic Energy Budget Equations of Rotational and Divergent Flow in Terrain-following Coordinates 被引量:1
3
作者 CAO Jie SUN Ji-Song +1 位作者 GAO Shou-Ting CUI Xiao-Peng 《Atmospheric and Oceanic Science Letters》 CSCD 2013年第3期149-153,共5页
In this study, kinetic energy budget equations of rotational and divergent flow in pressure coordinates are derived on terrain-following coordinates. The new formulation explicitly shows the terrain effects and can be... In this study, kinetic energy budget equations of rotational and divergent flow in pressure coordinates are derived on terrain-following coordinates. The new formulation explicitly shows the terrain effects and can be applied directly to model-simulated dynamic and thermodynamic fields on the model's original vertical grid. Such application eliminates interpolation error and avoids errors in virtual weather systems in mountainous areas. These advantages and their significance are demonstrated by a numerical study in terrain-following coordinates of a developing vortex after it moves over the Tibetan Plateau in China. 展开更多
关键词 terrain-following coordinates kinetic energy southwest vortex streamfunction velocity potential
下载PDF
THEMIS statistical study on the plasma properties of high-speed flows in Earth's magnetotail 被引量:2
4
作者 PAN Dong Xiao SUN Wei Jie +6 位作者 SHI Quan Qi TIAN An Min YAO Zhong Hua FU Sui Yan ZONG Qiu Gang ZHOU Xu Zhi PU Zu Yin 《Science China Earth Sciences》 SCIE EI CAS CSCD 2016年第3期548-555,共8页
Using Time History of Events and Macroscale Interactions during Substorms (THEMIS) observations from 2007 to 2011 tail seasons, we study the plasma properties of high speed flows (HSFs) and background plasma sheet... Using Time History of Events and Macroscale Interactions during Substorms (THEMIS) observations from 2007 to 2011 tail seasons, we study the plasma properties of high speed flows (HSFs) and background plasma sheet events (BPSs) in Earth's magnetotail (|YGsM|〈13RE, |ZGsM|〈5RE, -30RE〈XrsM〈-6RE), and their correlations with solar wind parameters. Statistical results show that the closer the HSFs and BPSs are to the Earth, the hotter they become, and the temperature increase of HSFs is larger than that of BPSs. The density and temperature ratios between HSFs and BPSs are also larger when events are closer to Earth. We also find that the best correlations between the HSFs (BPSs) density and the solar wind density occur when the solar wind density is averaged 2 (3.5) hours prior to the onset of HSFs (BPSs). The normalized densities of both HSFs and BPSs are correlated with the interplanetary magnetic field (IMF) 0 angles ( 0 = arctan(Bz √Bx^2+y^2 ) which are averaged 3 hours before the observation time. Further analysis indicates that both HSFs and BPSs become denser during the northward IMF period. 展开更多
关键词 High-speed flow Earthward evolution Interplanetary magnetic field
原文传递
Pattern Formation Around Interacting Bodies in Rotating Fluids
5
作者 Karl BHLER 《Journal of Thermal Science》 SCIE EI CAS CSCD 2006年第2期132-134,共3页
The interaction of bodies like spheres and disks in rotating fluids leads to novel flow structures. The primary swirling flow in circumferential direction is superimposed by a secondary motion in the meridional plane.... The interaction of bodies like spheres and disks in rotating fluids leads to novel flow structures. The primary swirling flow in circumferential direction is superimposed by a secondary motion in the meridional plane. The flow is visualized by introducing ink through a hole in the center of the axes and distributed radially in the central plane between the interacting bodies. The flow structure depends on the shape of the bodies, their geometrical arrangement and the Reynolds number given by the rotational speed. The observed flow structures gave rise to further investigations with PIV-measurcments and numerical simulations. 展开更多
关键词 Rotating fluids pattern formation recirculation zones interacting bodies flow visualization
原文传递
上一页 1 下一页 到第
使用帮助 返回顶部