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首页> 外文期刊>ournal of the Meteorological Society of Japan >The Contribution of Horizontal Advection to the Diurnal Variation of the Wind Direction of Land-Sea Breezes: Theory and Observations
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The Contribution of Horizontal Advection to the Diurnal Variation of the Wind Direction of Land-Sea Breezes: Theory and Observations

机译:水平对流对陆海风风向日变化的贡献:理论与观测

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In order to estimate the effect of horizontal advection on the change in direction of wind vectors with time, wind data from 71 observational stations in three areas: Oita City, California and Washington States, where the horizontal scale differs considerably from each other, are analyzed following the equation for the local rate of change of wind direction. The equation of rotation rate of wind vectors derived by Neumann (1977) is modified to a suitable form to discuss the direction of rotation of wind hodographs, because the shape of the wind hodograph is generally complicated and the origin of coordinate is outside the wind hodograph in most cases. Then, a daily weighted mean of the square of deviation from the daily mean wind vector is selected as a typical quantity of the direction of rotation of the wind hodograph. We can illustrate at once with this quantity the shape and the direction of rotation of wind hodographs. Furthermore, the daily mean of the rotation rate of wind vectors could be written in terms of the Coriolis parameter and the vertical vorticity which results from the daily mean wind field and the other terms.As the result of data analysis for three areas, it is shown that the effect of horizontal advection in the modified equation of rotation rate of wind vectors is comparable to that of the Coriolis force, but those places where this condition is satisfied are limited to the local area.
机译:为了估算水平对流对风向矢量随时间变化的影响,分析了三个地区(大分市,加利福尼亚州和华盛顿州)的71个观测站的风向数据,这三个地区的水平尺度互不相同。遵循风向局部变化率的公式。 Neumann(1977)推导的风矢量旋转速率方程被修改为合适的形式,以讨论风向标仪的旋转方向,因为风向标仪的形状通常很复杂并且坐标的原点在风向标仪之外在多数情况下。然后,选择与每日平均风矢量的偏差平方的每日加权平均值作为风道仪旋转方向的典型量。我们可以立即用此数量说明风速仪的形状和旋转方向。此外,风矢量旋转率的日均值可以用科里奥利参数和由日均风场等引起的垂直涡度来写。作为三个区域数据分析的结果,结果表明,水平对流对风矢量旋转速率方程的影响与科里奥利力相当,但是满足该条件的地方仅限于局部区域。

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