{"infobox":{"dc_creator":"WooScraper_v1","dc_date_year":1982,"dc_description":"Describes how fast the one-dimensional solution and the actual (width-averaged two-dimensional) concentration distribution converge in steady and oscillatory flow and whether this process is affected by the initial conditions. The one-dimensional advection-diffusion equation is used for the ...","dc_identifier":"nl.oorg10004.2j.1982.1231","dc_publisher":"oorg10004","dc_publisher_name":"Overheidsorganisatie Rijkswaterstaat","dc_source":"https://open.rijkswaterstaat.nl/open-overheid/onderzoeksrapporten/@63847/one-dimensional-advection-diffusion/","dc_title":"One-dimensional advection-diffusion equation : the convergence with the two-dimensional solution","dc_type":"2j","dc_type_description":"2j - Onderzoek","foi_extraMetadata":{},"foi_fairiscoreVersions":{"v1":2,"v2":2},"foi_files":[{"dc_format":"application/pdf","dc_identifier":"nl.oorg10004.2j.1982.1231.doc.1","dc_source":"https://open.rijkswaterstaat.nl/publish/pages/44167/48371.pdf","dc_title":"48371.pdf (pdf, 25 MB)","dc_type":"bijlage","foi_doc_missing":1,"foi_fairiscoreVersions":{"v1":2,"v2":2},"foi_fileName":"48371.pdf","foi_nrPages":59}],"foi_isWoo":"Ja","foi_nrDocuments":1,"foi_nrPagesInDossier":59,"foi_page_title":"Onderzoek Overheidsorganisatie Rijkswaterstaat","foi_publishedDate":"1982-01-01","foi_retrievedDate":"2024-07-16","tooiwl_type":"c_fdaee95e"},"resource":"nl.oorg10004.2j.1982.1231"}