FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2890213815> ?p ?o ?g. }

• W2890213815 endingPage "338" @default.
• W2890213815 startingPage "314" @default.
• W2890213815 abstract "Consequences of submarine landslides include both their direct impact on offshore infrastructure, such as subsea electric cables and gas/oil pipelines, and their indirect impact via the generated tsunami. The simulation of submarine landslides and their consequences has been a long-standing challenge majorly due to the strong coupling among sliding sediments, seawater and infrastructure as well as the induced extreme material deformation during the complete process. In this paper, we propose a unified finite element formulation for solid and fluid dynamics based on a generalised Hellinger–Reissner variational principle so that the coupling of fluid and solid can be achieved naturally in a monolithic fashion. In order to tackle extreme deformation problems, the resulting formulation is implemented within the framework of the particle finite element method. The correctness and robustness of the proposed unified formulation for single-phase problems (e.g. fluid dynamics problems involving Newtonian/Non-Newtonian flows and solid dynamics problems) as well as for multi-phase problems (e.g. two-phase flows) are verified against benchmarks. Comparisons are carried out against numerical and analytical solutions or experimental data that are available in the literature. Last but not least, the possibility of the proposed approach for modelling submarine landslides and their consequences is demonstrated via a numerical experiment of an underwater slope stability problem. It is shown that the failure and post-failure processes of the underwater slope can be predicted in a single simulation with its direct threat to a nearby pipeline and indirect threat by generating tsunami being estimated as well." @default.
• W2890213815 created "2018-09-27" @default.
• W2890213815 creator A5049309790 @default.
• W2890213815 creator A5051344053 @default.
• W2890213815 creator A5057171814 @default.
• W2890213815 creator A5073968971 @default.
• W2890213815 creator A5080012842 @default.
• W2890213815 date "2019-01-01" @default.
• W2890213815 modified "2023-10-14" @default.
• W2890213815 title "A unified Lagrangian formulation for solid and fluid dynamics and its possibility for modelling submarine landslides and their consequences" @default.
• W2890213815 cites W133047930 @default.
• W2890213815 cites W1743650272 @default.
• W2890213815 cites W1964701267 @default.
• W2890213815 cites W1965154461 @default.
• W2890213815 cites W1971050580 @default.
• W2890213815 cites W1974645360 @default.
• W2890213815 cites W1980450998 @default.
• W2890213815 cites W1985700795 @default.
• W2890213815 cites W1986707287 @default.
• W2890213815 cites W1990375839 @default.
• W2890213815 cites W1993513220 @default.
• W2890213815 cites W1993859452 @default.
• W2890213815 cites W2003938159 @default.
• W2890213815 cites W2009905533 @default.
• W2890213815 cites W2012110988 @default.
• W2890213815 cites W2014455109 @default.
• W2890213815 cites W2027530574 @default.
• W2890213815 cites W2032422569 @default.
• W2890213815 cites W2033704283 @default.
• W2890213815 cites W2036974059 @default.
• W2890213815 cites W2040620400 @default.
• W2890213815 cites W2043228442 @default.
• W2890213815 cites W2048685066 @default.
• W2890213815 cites W2048876801 @default.
• W2890213815 cites W2059464975 @default.
• W2890213815 cites W2059905071 @default.
• W2890213815 cites W2064390559 @default.
• W2890213815 cites W2066785522 @default.
• W2890213815 cites W2067201618 @default.
• W2890213815 cites W2077412216 @default.
• W2890213815 cites W2078290150 @default.
• W2890213815 cites W2084364920 @default.
• W2890213815 cites W2085232683 @default.
• W2890213815 cites W2098774987 @default.
• W2890213815 cites W2101878934 @default.
• W2890213815 cites W2107816816 @default.
• W2890213815 cites W2110573955 @default.
• W2890213815 cites W2118470397 @default.
• W2890213815 cites W2121032832 @default.
• W2890213815 cites W2124108308 @default.
• W2890213815 cites W2124774094 @default.
• W2890213815 cites W2127365991 @default.
• W2890213815 cites W2130632243 @default.
• W2890213815 cites W2141713779 @default.
• W2890213815 cites W2145944127 @default.
• W2890213815 cites W2151466989 @default.
• W2890213815 cites W2170795476 @default.
• W2890213815 cites W2275299808 @default.
• W2890213815 cites W2284862015 @default.
• W2890213815 cites W2333375287 @default.
• W2890213815 cites W2464430092 @default.
• W2890213815 cites W2465967397 @default.
• W2890213815 cites W2518769716 @default.
• W2890213815 cites W2538372762 @default.
• W2890213815 cites W2567457667 @default.
• W2890213815 cites W2593027924 @default.
• W2890213815 cites W2609747047 @default.
• W2890213815 cites W2743136071 @default.
• W2890213815 cites W2770059025 @default.
• W2890213815 cites W2770086794 @default.
• W2890213815 cites W2782093690 @default.
• W2890213815 cites W2789511649 @default.
• W2890213815 cites W2793636419 @default.
• W2890213815 cites W2800016818 @default.
• W2890213815 cites W3123223104 @default.
• W2890213815 doi "https://doi.org/10.1016/j.cma.2018.07.043" @default.
• W2890213815 hasPublicationYear "2019" @default.
• W2890213815 type Work @default.
• W2890213815 sameAs 2890213815 @default.
• W2890213815 citedByCount "57" @default.
• W2890213815 countsByYear W28902138152019 @default.
• W2890213815 countsByYear W28902138152020 @default.
• W2890213815 countsByYear W28902138152021 @default.
• W2890213815 countsByYear W28902138152022 @default.
• W2890213815 countsByYear W28902138152023 @default.
• W2890213815 crossrefType "journal-article" @default.
• W2890213815 hasAuthorship W2890213815A5049309790 @default.
• W2890213815 hasAuthorship W2890213815A5051344053 @default.
• W2890213815 hasAuthorship W2890213815A5057171814 @default.
• W2890213815 hasAuthorship W2890213815A5073968971 @default.
• W2890213815 hasAuthorship W2890213815A5080012842 @default.
• W2890213815 hasBestOaLocation W28902138152 @default.
• W2890213815 hasConcept C111368507 @default.
• W2890213815 hasConcept C121327165 @default.
• W2890213815 hasConcept C121332964 @default.
• W2890213815 hasConcept C127313418 @default.
• W2890213815 hasConcept C127413603 @default.
• W2890213815 hasConcept C135628077 @default.

• next