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Determining the Velocity Fine Structure by a Laser Anemometer in VAD operation

机译:在VaD操作中通过激光风速计确定速度精细结构

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摘要

The theoretical basis for determining the dissipation ε, by measuring the velocity structure function with a CW-laser anemometer has been derived in the case of calm wind conditions. If there is a well defined mean wind speed the structure function can be obtained by having the laser beam pointing in one direction and measure a time series of the Doppler wind velocity component along the beam. Applying Taylor’s hypothesis the structure function can be calculated. This technique was discussed by Kristensen et al. (2011). Taylor’s hypothesis cannot, however, be used if there is no mean wind.Then it is necessary to “create” a mean wind by turning the laser beam. Since the instrument is not moved the beam will describe a cone which could be a VAD-scanning. In any case the measured velocity components will not be parallel and this implies that the measured structure function will contain a term which is proportional to the total variance. The theoretical expression for the line-filtered structure function is derived in two equivalent ways, one in physical space and one in wave-number space, of which the last can be reliably evaluated by numerical integration. Also a practical approximate equation, derived in the physical space, is presented.
机译:在风平稳的情况下,已经得出了通过使用CW激光风速计测量速度结构函数来确定耗散ε的理论基础。如果存在明确定义的平均风速,则可以通过使激光束指向一个方向并测量沿光束的多普勒风速分量的时间序列来获得结构函数。根据泰勒的假设,可以计算结构函数。 Kristensen等人讨论了该技术。 (2011)。但是,如果没有平均风,则不能使用泰勒的假设。然后,有必要通过转动激光束来“产生”平均风。由于仪器未移动,因此光束将描述一个圆锥,这可能是VAD扫描。在任何情况下,测得的速度分量都不是平行的,这意味着测得的结构函数将包含与总方差成比例的项。线滤波结构函数的理论表达式是通过两种等效的方式得出的,一种在物理空间,另一种在波数空间,其中最后一种可以通过数值积分可靠地评估。还提出了在物理空间中导出的实用近似方程。

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