Naming of W variables. #65
eleanorfrajka
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Figured I'd open an issue to discuss how to name vertical velocity variables in the OG1 format.
For the calculation of vertical seawater velocity using e.g., Frajka-Williams et al. 2011 or Merckelbach et al. 2010, we need 2 things:
These are equations (1) in Frajka-Williams: ($w_w = w_{meas}-w_{stdy}$ ), or equivalently equation (15) in Merckelbach, ($w = w_p - w_g$ ).
Example: if the glider is diving, the w_meas and w_stdy will be something like -10 cm/s (-0.1 m/s). But suppose the measured vertical velocity (from dz/dt) is more negative, e.g., it's in a convective plume and the measured vertical velocity is -15 cm/s. The modelled vertical velocity mainly changes due to glider density or seawater density changes so is still -10 cm/s. Then we would have
w_w = w_meas - w_stdy = (-15 cm/s) - (-10 cm/s) =-5 cm/s
Proposed naming:
Any future conflicts with a "w" or "vertical speed" parameter that could come from another sensor?
Long names:
Conventions on units:
Other attributes:
"positive": "up"
"observation_type": "calculated",
For working with w, any value in defining a new depth Z which is "positive" "up". This would be consistent with the Gibbs Seawater toolbox calculation of depth from pressure. And would ensure that people don't accidentally use DEPTH which would give a sign error. Or, I guess I could figure out how to work with these "positive" "up" attributes.
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