{"@context":"http://schema.org","@type":"Dataset","@id":"https://doi.org/10.18710/OWKABR","identifier":"https://doi.org/10.18710/OWKABR","name":"Replication Data for: Uncertainty propagation through a point model for steady-state two-phase pipe flow","creator":[{"name":"Strand, Andreas","affiliation":"(NTNU - Norwegian University of Science and Technology)","@id":"https://orcid.org/0000-0002-7679-7816","identifier":"https://orcid.org/0000-0002-7679-7816"}],"author":[{"name":"Strand, Andreas","affiliation":"(NTNU - Norwegian University of Science and Technology)","@id":"https://orcid.org/0000-0002-7679-7816","identifier":"https://orcid.org/0000-0002-7679-7816"}],"datePublished":"2020-02-20","dateModified":"2020-02-20","version":"1","description":["Code and data for performing uncertainty quantification and sensitivity analysis of a multiphase flow model. The software computes the uncertainty in model predictions in the presence of uncertain input variables. The analysis also determines which variables the predictions are sensitive two. Both Monte Carlo simulations and polynomial chaos expansions are implemented."],"keywords":["Engineering","Mathematical Sciences","Physics","two-phase flow","unit cell","uncertainty quantification","sensitivity analysis","monte carlo","polynomial chaos"],"citation":[{"@type":"CreativeWork","text":"Submitted for review. Uncertainty propagation through a point model for steady-state two-phase pipe flow. Andreas Strand, Ivar E. Smith, Tor E. Unander, Ingelin Steinsland and Leif R. Hellevik."}],"license":"https://test.sodha.be/api/datasets/:persistentId/versions/1.0/customlicense?persistentId=doi:10.18710/OWKABR","includedInDataCatalog":{"@type":"DataCatalog","name":"Social Sciences and Digital Humanities Archive – SODHA [test instance]","url":"https://test.sodha.be"},"publisher":{"@type":"Organization","name":"Social Sciences and Digital Humanities Archive – SODHA [test instance]"},"provider":{"@type":"Organization","name":"Social Sciences and Digital Humanities Archive – SODHA [test instance]"},"funder":[{"@type":"Organization","name":"Norwegian Research Council"}],"distribution":[{"@type":"DataDownload","name":"00_ReadMe.txt","fileFormat":"text/plain","contentSize":658},{"@type":"DataDownload","name":"mc.py","fileFormat":"text/plain","contentSize":353},{"@type":"DataDownload","name":"mc_functions.py","fileFormat":"text/plain","contentSize":7443},{"@type":"DataDownload","name":"mc_input.py","fileFormat":"text/plain","contentSize":355},{"@type":"DataDownload","name":"pc.py","fileFormat":"text/plain","contentSize":330},{"@type":"DataDownload","name":"pc_functions.py","fileFormat":"text/plain","contentSize":8007},{"@type":"DataDownload","name":"pc_input.py","fileFormat":"text/plain","contentSize":370},{"@type":"DataDownload","name":"pc_setup.py","fileFormat":"text/plain","contentSize":794},{"@type":"DataDownload","name":"plot_functions.py","fileFormat":"text/plain","contentSize":14307},{"@type":"DataDownload","name":"pointmodel.py","fileFormat":"text/plain","contentSize":9755}]}