Topological {Control} of {Simulated} {Discrete} {Karstic} {Networks}
in: Proc. 2024 RING Meeting, pages 18, ASGA
Abstract
In karst aquifers, understanding the complexity of underground cavities is the key to catch its overall behavior, as they strongly control fluid circulation. The multitude of parameters implied in speleogenetic processes result in diverse geological structures, that some authors have proposed to range into four main patterns according to their morphology and spatial zonation. If branchwork networks have been the focus of most of the simulation methods until now, anastomosed and angular maze patterns which are characterized by the presence of cycles have been rarely considered.
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BibTeX Reference
@inproceedings{leblond_topological_RM2024, abstract = {In karst aquifers, understanding the complexity of underground cavities is the key to catch its overall behavior, as they strongly control fluid circulation. The multitude of parameters implied in speleogenetic processes result in diverse geological structures, that some authors have proposed to range into four main patterns according to their morphology and spatial zonation. If branchwork networks have been the focus of most of the simulation methods until now, anastomosed and angular maze patterns which are characterized by the presence of cycles have been rarely considered.}, author = {Leblond, Rémi and Gouy, Augustin and Collon, Pauline and Antoine, Christophe}, booktitle = {Proc. 2024 RING Meeting}, language = {en}, pages = {18}, publisher = {ASGA}, title = {Topological {Control} of {Simulated} {Discrete} {Karstic} {Networks}}, year = {2024} }