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Change due to hydrodynamics (/day)
0
votes
asked
Oct 28, 2021
in
AEM3D
by
[email protected]
(
550
points)
Hi,
How the Chlorophyll changes due to hydrodynamics is calculated?
Regards?
Mahyar
output
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1
Answer
0
votes
answered
Oct 28, 2021
by
[email protected]
(
20.5k
points)
This is the concentration at the start of the WQ timestep - the concentration at the end of the previous WQ timestep.
It accounts for all hydrodynamic processes. Notably mixing and transport
commented
Oct 28, 2021
by
[email protected]
(
550
points)
How can I get the details? I want to know which factor is more important and how they are calculated.
Regards,
Mahyar
commented
Oct 28, 2021
by
[email protected]
(
20.5k
points)
It's not possible to separate out the two components, the Timeseries output files are part of the WQ code.
commented
Nov 15, 2021
by
[email protected]
(
550
points)
Hi again,
We know that the variation of alge at each time step is calculated as:
dA/dt= [Growth+Settling-respiration].A
How the changes due to hydrodynamics is considered in dA/dt?
Regards,
Mahyar
commented
Nov 15, 2021
by
[email protected]
(
20.5k
points)
In the WQ section of a timestep
dA/dt= [Growth+Settling-respiration-excretion-mortality].A
In the hydrodynamics section of a timestep
dA/dt = mixing + advection + diffusion
The 2 components summed is the total change in a timestep
commented
Nov 15, 2021
by
[email protected]
(
550
points)
Thanks for replying. I just want to know the change due to hydrodynamics, to see the effect of inflows. Is it possible to output mixing ,advection and diffusion?
commented
Nov 15, 2021
by
[email protected]
(
20.5k
points)
As I said above these components cant be separated in the ts files
commented
Nov 15, 2021
by
[email protected]
(
550
points)
Sorry for bothering you. I can not find the keyword to include mixing and advection and diffusion in datablock. Also they are nut presented in Hydrodynamics. ITS outputs.
commented
Nov 15, 2021
by
[email protected]
(
20.5k
points)
Sorry, there is no way to currently output the changes to individual scalars due to mixing or advection
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