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Theoretical and numerical investigation of active suspensions: Determinism, chaos and intermittency - Homogenised Model

datacite.relation.cites https://doi.org/10.1063/5.0077735
dc.contributor.author Deußen, Benjamin
dc.date.accessioned 2022-11-18T18:27:48Z
dc.date.available 2022-11-18T18:27:48Z
dc.date.created 2022-11
dc.date.issued 2022-11-18
dc.description This data set contains all Matlab script necessary to simulate an active suspension with the model presented in the Dissertation of Benjamin Deußen. The model is based on the publication Deußen, B., Wang, Y., & Oberlack, M. (2022). A deterministic two-phase model for an active suspension with non-spherical active particles using the Eulerian spatial averaging theory. Physics of Fluids, 34(2), 023302. de_DE
dc.identifier.uri https://tudatalib.ulb.tu-darmstadt.de/handle/tudatalib/3627
dc.identifier.uri https://doi.org/10.48328/tudatalib-986
dc.rights.licenseCC-BY-NC-4.0 (https://creativecommons.org/licenses/by-nc/4.0)
dc.subject active particles de_DE
dc.subject low Reynolds flow de_DE
dc.subject suspension de_DE
dc.subject active matter de_DE
dc.subject.classification 2.11-02
dc.subject.classification 3.22-01
dc.subject.classification 4.22-03
dc.subject.ddc 570
dc.subject.ddc 530
dc.subject.ddc 620
dc.title Theoretical and numerical investigation of active suspensions: Determinism, chaos and intermittency - Homogenised Model de_DE
dc.type Software de_DE
dcterms.accessRights openAccess
person.identifier.orcid #PLACEHOLDER_PARENT_METADATA_VALUE#
tuda.history.classification Version=2020-2024;201-02 Biophysik
tuda.history.classification Version=2020-2024;310-01 Statistische Physik, Weiche Materie, Biologische Physik, Nichtlineare Dynamik
tuda.history.classification Version=2020-2024;404-03 Strömungsmechanik
tuda.unit TUDa

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NameDescriptionSizeFormat
ReadMe.txtDescriptor508 BPlain Text Download
heaviside.mHeaviside54 BUnknown data format Download
ExportResultsCSV.mExport results645 BUnknown data format Download
DetermineBoundaryLayer.mDetermine the boundary layer from data1.79 KBUnknown data format Download
BoundaryCond.mBoundary conditions264 BUnknown data format Download
AVShearPDE.mMain file7.65 KBUnknown data format Download
StartHere.mInitial file to call the simulation scripts. As the name states: Start Here!699 BUnknown data format Download
plotSolutionVideo.mplot a solution as video1.11 KBUnknown data format Download
plotSolutionSurf.mplot a solution as surface plot436 BUnknown data format Download
plotSolution.m2D plot2.05 KBUnknown data format Download
InitialCond.mInital conditions137 BUnknown data format Download
poiseuille50.txtSolution Poiseuille A=5040.81 KBPlain Text Download
poiseuille0.txtSolution Poiseuille A=041.02 KBPlain Text Download
poiseuille5000.txtSolution Poiseuille A=500040.29 KBPlain Text Download
poiseuille2500.txtSolution Poiseuille A=250040.46 KBPlain Text Download
poiseuille1000.txtSolution Poiseuille A=100040.56 KBPlain Text Download
poiseuille500.txtSolution Poiseuille A=50040.79 KBPlain Text Download
poiseuille250.txtSolution Poiseuille A=25040.96 KBPlain Text Download
poiseuille100.txtSolution Poiseuille A=10041.03 KBPlain Text Download
pc250.txtSolution Couette-Poiseuille A=25040.74 KBPlain Text Download

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