FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W137686058> ?p ?o ?g. }

• W137686058 abstract "Numerical simulation of different physical processes in different regions is one of the wide variety of real world applications. Many important applications such as coupled surface water groundwater flows require the accurate solution of multi-domain, multi-physics coupling of unobstructed flows with filtration or porous media flows. There are large advantages in efficiency, storage, accuracy and programmer effort in using partitioned methods build from components optimized for the individual sub-processes. On the other hand, the multi-domain or multi-physical process describes different natures of the physical processes of each subproblem. They may require different meshes, time steps and methods. There is a natural desire to uncouple and solve such systems by solving each sub physics problem, to reduce the technical complexity and allow the use of optimized, legacy sub-problems' codes in fluid flow. Stabilization using filters is intended to model and extract the energy lost to resolved scales due to nonlinearity breaking down resolved scales to unresolved scales. This process is highly nonlinear. Including a particular form of the nonlinear filter allows for easy incorporation of more knowledge into the filter process and its computational complexity is comparable to many of the current models which use linear filters to select the eddies for damping.The objective of the first part of this work is the development, analysis and validation of new partitioned algorithms for some coupled flow models, addressing some of the above problems. Particularly, this thesis studies: i) long time stability of four methods for splitting the evolutionary Stokes-Darcy problem into Stokes and Darcy sub problems, ii) analysis of a multi-rate splitting method for uncoupling evolutionary groundwater-surface water flows, and iii) a connection between filter stabilization and eddy viscosity models. For each problem, we give comprehensive analysis of stability and derive optimal error estimates of our proposed methods. Numerical experiments are performed to verify the theoretical results." @default.
• W137686058 created "2016-06-24" @default.
• W137686058 creator A5072822591 @default.
• W137686058 date "2014-05-30" @default.
• W137686058 modified "2023-09-24" @default.
• W137686058 title "PARTITIONED METHODS FOR COUPLED FLUID FLOW AND TURBULENCE FLOW PROBLEMS" @default.
• W137686058 cites W104688703 @default.
• W137686058 cites W1487887263 @default.
• W137686058 cites W1499976760 @default.
• W137686058 cites W1570440531 @default.
• W137686058 cites W1596838038 @default.
• W137686058 cites W1604809219 @default.
• W137686058 cites W163297063 @default.
• W137686058 cites W1674659126 @default.
• W137686058 cites W1677523145 @default.
• W137686058 cites W1842793358 @default.
• W137686058 cites W1967052603 @default.
• W137686058 cites W1968426797 @default.
• W137686058 cites W1974461496 @default.
• W137686058 cites W1977391567 @default.
• W137686058 cites W1978874207 @default.
• W137686058 cites W1979298367 @default.
• W137686058 cites W1984171123 @default.
• W137686058 cites W1988235001 @default.
• W137686058 cites W1992753787 @default.
• W137686058 cites W1992935563 @default.
• W137686058 cites W1997564032 @default.
• W137686058 cites W2009712681 @default.
• W137686058 cites W2011966235 @default.
• W137686058 cites W2012201881 @default.
• W137686058 cites W2015526039 @default.
• W137686058 cites W2017766187 @default.
• W137686058 cites W2018360748 @default.
• W137686058 cites W2025948613 @default.
• W137686058 cites W2027417374 @default.
• W137686058 cites W2030670821 @default.
• W137686058 cites W2032214238 @default.
• W137686058 cites W2047859546 @default.
• W137686058 cites W2050516929 @default.
• W137686058 cites W2051708601 @default.
• W137686058 cites W2051862019 @default.
• W137686058 cites W2052136392 @default.
• W137686058 cites W2052683789 @default.
• W137686058 cites W2054420328 @default.
• W137686058 cites W2057180900 @default.
• W137686058 cites W2058879110 @default.
• W137686058 cites W2063055146 @default.
• W137686058 cites W2064595636 @default.
• W137686058 cites W2067837613 @default.
• W137686058 cites W2068259126 @default.
• W137686058 cites W2069052480 @default.
• W137686058 cites W2070606446 @default.
• W137686058 cites W2074447412 @default.
• W137686058 cites W2076077791 @default.
• W137686058 cites W2078005094 @default.
• W137686058 cites W2078767654 @default.
• W137686058 cites W2082132401 @default.
• W137686058 cites W2087290839 @default.
• W137686058 cites W2091423409 @default.
• W137686058 cites W209265777 @default.
• W137686058 cites W2094800629 @default.
• W137686058 cites W2096410586 @default.
• W137686058 cites W2097116154 @default.
• W137686058 cites W2099150268 @default.
• W137686058 cites W2100969493 @default.
• W137686058 cites W2101169223 @default.
• W137686058 cites W2113267855 @default.
• W137686058 cites W2118922968 @default.
• W137686058 cites W2126502713 @default.
• W137686058 cites W2134489072 @default.
• W137686058 cites W2135602760 @default.
• W137686058 cites W2138916286 @default.
• W137686058 cites W2156149812 @default.
• W137686058 cites W2165694856 @default.
• W137686058 cites W2263259159 @default.
• W137686058 cites W2582972221 @default.
• W137686058 cites W51818745 @default.
• W137686058 cites W985410373 @default.
• W137686058 cites W1533655792 @default.
• W137686058 cites W2167929413 @default.
• W137686058 hasPublicationYear "2014" @default.
• W137686058 type Work @default.
• W137686058 sameAs 137686058 @default.
• W137686058 citedByCount "0" @default.
• W137686058 crossrefType "journal-article" @default.
• W137686058 hasAuthorship W137686058A5072822591 @default.
• W137686058 hasConcept C105569014 @default.
• W137686058 hasConcept C106131492 @default.
• W137686058 hasConcept C111919701 @default.
• W137686058 hasConcept C121332964 @default.
• W137686058 hasConcept C126255220 @default.
• W137686058 hasConcept C127413603 @default.
• W137686058 hasConcept C131584629 @default.
• W137686058 hasConcept C158622935 @default.
• W137686058 hasConcept C187320778 @default.
• W137686058 hasConcept C196558001 @default.
• W137686058 hasConcept C31972630 @default.
• W137686058 hasConcept C33923547 @default.
• W137686058 hasConcept C38349280 @default.
• W137686058 hasConcept C41008148 @default.

• next