This project aims to provide visualizations of reliable values of macrodispersivity from field tracer tests.
- longitudinal macrodispersivity
- transverse horizontal dispersivity
- transverse vertical dispersivity
The data collection is based on the meta-studies (and references therein):
Evidence based Estimation of Macrodispersivity for Groundwater Transport Applications Alraune Zech, Sabine Attinger, Alberto Bellin, Vladimir Cvetkovic, Gedeon Dagan, Peter Dietrich, Aldo Fiori, and Georg Teutsch; Groundwater, under revision, 2022
A Critical Analysis of Transverse Dispersivity Field Data; Alraune Zech, Sabine Attinger, Alberto Bellin, Vladimir Cvetkovic, Gedeon Dagan, Peter Dietrich, Aldo Fiori, and Georg Teutsch; Groundwater, 57 (4), 632-639, 2019 https://doi.org/10.1111/gwat.12838
Is unique scaling of aquifer macrodispersivity supported by field data?; Alraune Zech, Sabine Attinger, Vladimir Cvetkovic, Gedeon Dagan, Peter Dietrich, Aldo Fiori, Yoram Rubin, and Georg Teutsch; Water Resources Research 51, 7662–7679; 2015 https://dx.doi.org/10.1002/2015WR017220
The project is organized as follows:
README.md
- description of the projectresults/
- folder with plotsdata/
- folder containing table with field datasrc/
- folder containing the Python scripts of the project:00_Table_HeterogeneityClasses.py
- load macrodispersivity data from table and identify averages for heterogeneity classes (Tab 1, Zech et al., 2022)01_plot_AL.py
- visualize longitudinal macrodispersivity data (Fig 4, Zech et al., 2015)02_plot_AT_AV.py
- visualize transverse dispersivity data (Fig 1b, Zech et al., 2019)03_plot_AL_CDFs.py
- visualize cumulative density functions of dispersivity for heterogeneity classes (Fig 1, Zech et al., 2022)04_plot_CapeCod.py
- visualize illustration example for an instantaneous injection in a low heterogeneous aquifer with comparison to observations from the Cape Cod experiment. (Fig 3, Zech et al., 2022)05_plot_AL-preasymptotic.py
- visualize evolution of pre-asymptotic longitudinal macrodistispersivity as function of travel distance L relative to integral scales (Fig 4, Zech et al., 2022)
To make the example reproducible, we provide the following files:
requirements.txt
- requirements for pip to install all needed packages
You can install them with pip
(potentially in a virtual environment):
pip install -r requirements.txt
You can contact us via [email protected].
MIT © 2022