Rotation of the velocity measurements: Difference between revisions
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Measured velocities must be rotated in the flow's frame of reference since [[Velocity inertial subrange model|inertial subrange model]] differs between the velocity components, and the effects of [[Anisotropic turbulence|anisotropy]] are more pronounced in the transverse and vertical direction. | |||
The velocities are measured in either the instrument's coordinate system, beam coordinates or more rarely in the earth's coordinate system (east, north and up). | |||
* Include a diagram of frame of reference | |||
* Scatter of velocities in enu coordinates. | |||
** Light gray for entire timeseries | |||
** Different colour for points over a given segment. | |||
* Describe how the rotation is done (a sketch of an arrow, and a new frame of reference where the new x axis matches the mean flow direction). | |||
* What is used as the mean flow | |||
Revision as of 00:18, 30 November 2021
Measured velocities must be rotated in the flow's frame of reference since inertial subrange model differs between the velocity components, and the effects of anisotropy are more pronounced in the transverse and vertical direction.
The velocities are measured in either the instrument's coordinate system, beam coordinates or more rarely in the earth's coordinate system (east, north and up).
- Include a diagram of frame of reference
- Scatter of velocities in enu coordinates.
- Light gray for entire timeseries
- Different colour for points over a given segment.
- Describe how the rotation is done (a sketch of an arrow, and a new frame of reference where the new x axis matches the mean flow direction).
- What is used as the mean flow
