Note
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Analyzing Meshseries Data#
Section author: Florian Zill (Helmholtz Centre for Environmental Research GmbH - UFZ)
In this example we show how to aggregate data in a model over all timesteps as well as plot differences between to timesteps. For this purpose we use a component transport example from the ogs benchmark gallery (https://www.opengeosys.org/docs/benchmarks/hydro-component/elder/).
To see this benchmark results over all timesteps have a look at How to create Animations.
from ogstools import examples
from ogstools.meshlib import difference
from ogstools.meshplotlib import plot, setup
from ogstools.propertylib import Scalar
setup.reset()
mesh_series = examples.load_meshseries_CT_2D_XDMF()
si = Scalar(
data_name="Si", data_unit="", output_unit="%", output_name="Saturation"
)
To read your own data as a mesh series you can do:
from ogstools.meshlib import MeshSeries
mesh_series = MeshSeries("filepath/filename_pvd_or_xdmf")
You can also use a property from the available presets instead of needing to create your own: Property Presets
You aggregate the data in MeshSeries over all timesteps given some
aggregation function, e.g. “min”, “max”, “var”
(see: aggregate()
).
The following code gets the maximum saturation for each point in the mesh over
all timesteps and plots it. Note: the data in the returned mesh has a suffix
equal to the aggregation functions name. The plot function will find the
correct data anyway if given the original mesh_property
mesh = mesh_series.aggregate(si, "max")
fig = plot(mesh, si)
It is also possible to plot the time when the minimum or maximum occurs. However, here we have to use a new mesh_property for the plot to handle the units correctly:
mesh = mesh_series.aggregate(si, "max_time")
fig = plot(mesh, Scalar("Saturation_max_time", "s", "a"))
Likewise we can calculate and visualize the variance of the saturation:
mesh = mesh_series.aggregate(si, "var")
fig = plot(mesh, si)
Difference between the last and the first timestep:
mesh = difference(mesh_series.read(-1), mesh_series.read(0), si)
fig = plot(mesh, si)
Total running time of the script: (0 minutes 1.804 seconds)