Numerical study of heating the upper atmosphere by acoustic-gravity waves from a local source on the Earth's surface and influence of this heating on the wave propagation conditions
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Numerical study of heating the upper atmosphere by acoustic-gravity waves from a local source on the Earth's surface and influence of this heating on the wave propagation conditions

机译:从地球表面上局部源加热上大气加热上大气的数值研究及对波传播条件的影响

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AbstractThe propagation of acoustic-gravity waves (AGW) from a source on the Earth's surface to the upper atmosphere is investigated with methods of mathematical modeling. The applied non-linear model of wave propagation in the atmosphere is based on numerical integration of a complete set of two-dimensional hydrodynamic equations. The source on the Earth's surface generates waves with frequencies near to the Brunt-Vaisala frequency. The results of simulation have revealed that some region of heating the atmosphere by propagated upward and dissipated AGWs arises above the source at altitudes nearby of 200?km. The horizontal scale of this heated region is about 1000?km in the case of the source that radiates AGWs during approximately 1?h. The appearing of the heated region has changed the conditions of AGW propagation in the atmosphere. When the heated region in the upper atmosphere has been formed, further a waveguide regime of propagation of waves with the periods shorter the Brunt-Vaisala period is realized. The upper boundary of the wave-guide coincides with the arisen heated region in the upper atmosphere. The considered mechanism of formation of large-scale disturbances in the upper atmosphere may be useful for explanation of connections of processes in the upper and lower atmospheric layers.Highlights
机译:<![CDATA [ 抽象 从地球表面的源源的声学 - 重力波(AGW)的传播进行了研究用数学建模方法。大气中的波传播的应用非线性模型基于一组完整的二维流体动力方程的数值集成。地球表面上的源极通过靠近Brunt-Vaisala频率的频率产生波。模拟结果揭示了通过向上和散发的agws传播的一些加热气氛的区域出现在200 km附近的海拔高度的源极上方。在源的情况下,该加热区域的水平刻度为约1000Ωkm,其在大约1Ωh期间辐射agws。热区域的出现已经改变了大气中agw传播的条件。当形成上层大气中的加热区域时,实现了较短的波浪与周期的波浪传播的波导制度。波浪引导的上边界与上大气中的出现的加热区域一致。在上层大气中考虑的大型扰动的形成机制可用于解释上下大气层中的过程的连接。 亮点

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