FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2074272083> ?p ?o ?g. }

• W2074272083 endingPage "114" @default.
• W2074272083 startingPage "73" @default.
• W2074272083 abstract "Free-surface thin-film flows can principally be described by two types of models. Lubrication models assume that shear stresses are dominant in the force balance of the flow and are appropriate where there is little or no slip at the base of the flow. Conversely, membrane or ‘free-film’ models are appropriate in situations where there is rapid slip and normal (or extensional) stresses play a significant role in force balance. In some physical applications, notably in glaciology, both rapid and slow slip can occur within the same fluid film. In order to capture the dynamics of rapid and slow slip in a single model that describes the entire fluid film, a hybrid of membrane and lubrication models is therefore required. Several of these hybrid models have been constructed on an ad hoc basis in glaciology, where they are usually termed ‘higher order models’. Here, we present a self-consistent asymptotic analysis of the most common of these models due originally to Blatter. We show that Blatter's model reproduces the solution to the underlying Stokes equations to second order in the film's aspect ratio, regardless of the amount of slip at the base of the fluid. In doing so, we also construct asymptotic expansions for the Stokes equations to this order for shear-thinning power-law fluids, paying particular attention to a high-viscosity boundary layer that develops at the free surface when there is little or no slip at the base. Lastly, we demonstrate that a depth-integrated hybrid model of comparable accuracy to Blatter's model—which cannot be depth integrated—can also be constructed, which we suggest as a viable tool for numerical simulations of thin films that contain both slowly and rapidly sliding parts." @default.
• W2074272083 created "2016-06-24" @default.
• W2074272083 creator A5043357774 @default.
• W2074272083 creator A5058587151 @default.
• W2074272083 date "2010-01-25" @default.
• W2074272083 modified "2023-10-01" @default.
• W2074272083 title "Thin-Film Flows with Wall Slip: An Asymptotic Analysis of Higher Order Glacier Flow Models" @default.
• W2074272083 cites W10341321 @default.
• W2074272083 cites W135905436 @default.
• W2074272083 cites W1578281258 @default.
• W2074272083 cites W1612864194 @default.
• W2074272083 cites W1794723011 @default.
• W2074272083 cites W1971723555 @default.
• W2074272083 cites W1971799755 @default.
• W2074272083 cites W1977786326 @default.
• W2074272083 cites W1980452884 @default.
• W2074272083 cites W1980876692 @default.
• W2074272083 cites W1982391274 @default.
• W2074272083 cites W1982397860 @default.
• W2074272083 cites W2001082061 @default.
• W2074272083 cites W2001669024 @default.
• W2074272083 cites W2003433978 @default.
• W2074272083 cites W2016830615 @default.
• W2074272083 cites W2017218543 @default.
• W2074272083 cites W2019038653 @default.
• W2074272083 cites W2038638154 @default.
• W2074272083 cites W2050248855 @default.
• W2074272083 cites W2050645979 @default.
• W2074272083 cites W2051456183 @default.
• W2074272083 cites W2070611029 @default.
• W2074272083 cites W2072472020 @default.
• W2074272083 cites W2080060915 @default.
• W2074272083 cites W2094160803 @default.
• W2074272083 cites W2095397966 @default.
• W2074272083 cites W2101479416 @default.
• W2074272083 cites W2104467800 @default.
• W2074272083 cites W2107244340 @default.
• W2074272083 cites W2112667206 @default.
• W2074272083 cites W2113476442 @default.
• W2074272083 cites W2117739383 @default.
• W2074272083 cites W2130272322 @default.
• W2074272083 cites W2134066908 @default.
• W2074272083 cites W2140345153 @default.
• W2074272083 cites W2145016426 @default.
• W2074272083 cites W2147154246 @default.
• W2074272083 cites W2148268253 @default.
• W2074272083 cites W2155704527 @default.
• W2074272083 cites W2165659470 @default.
• W2074272083 cites W2166477378 @default.
• W2074272083 cites W304551558 @default.
• W2074272083 cites W42325346 @default.
• W2074272083 cites W64314039 @default.
• W2074272083 cites W81594258 @default.
• W2074272083 cites W2164451761 @default.
• W2074272083 doi "https://doi.org/10.1093/qjmam/hbp025" @default.
• W2074272083 hasPublicationYear "2010" @default.
• W2074272083 type Work @default.
• W2074272083 sameAs 2074272083 @default.
• W2074272083 citedByCount "191" @default.
• W2074272083 countsByYear W20742720832012 @default.
• W2074272083 countsByYear W20742720832013 @default.
• W2074272083 countsByYear W20742720832014 @default.
• W2074272083 countsByYear W20742720832015 @default.
• W2074272083 countsByYear W20742720832016 @default.
• W2074272083 countsByYear W20742720832017 @default.
• W2074272083 countsByYear W20742720832018 @default.
• W2074272083 countsByYear W20742720832019 @default.
• W2074272083 countsByYear W20742720832020 @default.
• W2074272083 countsByYear W20742720832021 @default.
• W2074272083 countsByYear W20742720832022 @default.
• W2074272083 countsByYear W20742720832023 @default.
• W2074272083 crossrefType "journal-article" @default.
• W2074272083 hasAuthorship W2074272083A5043357774 @default.
• W2074272083 hasAuthorship W2074272083A5058587151 @default.
• W2074272083 hasBestOaLocation W20742720831 @default.
• W2074272083 hasConcept C121332964 @default.
• W2074272083 hasConcept C127313418 @default.
• W2074272083 hasConcept C134306372 @default.
• W2074272083 hasConcept C139166363 @default.
• W2074272083 hasConcept C162802515 @default.
• W2074272083 hasConcept C182310444 @default.
• W2074272083 hasConcept C184608416 @default.
• W2074272083 hasConcept C191717309 @default.
• W2074272083 hasConcept C19191322 @default.
• W2074272083 hasConcept C195268267 @default.
• W2074272083 hasConcept C200990466 @default.
• W2074272083 hasConcept C21141959 @default.
• W2074272083 hasConcept C33923547 @default.
• W2074272083 hasConcept C38349280 @default.
• W2074272083 hasConcept C57879066 @default.
• W2074272083 hasConcept C74650414 @default.
• W2074272083 hasConcept C97355855 @default.
• W2074272083 hasConceptScore W2074272083C121332964 @default.
• W2074272083 hasConceptScore W2074272083C127313418 @default.
• W2074272083 hasConceptScore W2074272083C134306372 @default.
• W2074272083 hasConceptScore W2074272083C139166363 @default.
• W2074272083 hasConceptScore W2074272083C162802515 @default.
• W2074272083 hasConceptScore W2074272083C182310444 @default.

• next