FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W3159952783> ?p ?o ?g. }

• W3159952783 abstract "We prove the local well-posedness of the 3D free-boundary incompressible ideal magnetohydrodynamics (MHD) equations with surface tension, which describe the motion of a perfect conducting fluid in an electromagnetic field. We adapt the ideas developed in the remarkable paper [11] by Coutand and Shkoller to generate an approximate problem with artificial viscosity indexed by $kappa>0$ whose solution converges to that of the MHD equations as $kappato 0$. However, the local well-posedness of the MHD equations is no easy consequence of Euler equations thanks to the strong coupling between the velocity and magnetic fields. This paper is the continuation of the second and third authors' previous work [38] in which the a priori energy estimate for incompressible free-boundary MHD with surface tension is established. But the existence is not a trivial consequence of the a priori estimate as it cannot be adapted directly to the approximate problem due to the loss of the symmetric structure." @default.
• W3159952783 created "2021-05-10" @default.
• W3159952783 creator A5003590800 @default.
• W3159952783 creator A5013490355 @default.
• W3159952783 creator A5016438615 @default.
• W3159952783 date "2021-05-02" @default.
• W3159952783 modified "2023-09-27" @default.
• W3159952783 title "Local Well-posedness of the Free-Boundary Incompressible Magnetohydrodynamics with Surface Tension" @default.
• W3159952783 cites W1508205267 @default.
• W3159952783 cites W1536113162 @default.
• W3159952783 cites W1547431580 @default.
• W3159952783 cites W1608561939 @default.
• W3159952783 cites W1966596693 @default.
• W3159952783 cites W1967365217 @default.
• W3159952783 cites W1975568123 @default.
• W3159952783 cites W1986581545 @default.
• W3159952783 cites W1998528891 @default.
• W3159952783 cites W2011254019 @default.
• W3159952783 cites W2018589578 @default.
• W3159952783 cites W2019795562 @default.
• W3159952783 cites W2023204483 @default.
• W3159952783 cites W2035098170 @default.
• W3159952783 cites W2038827790 @default.
• W3159952783 cites W2067880209 @default.
• W3159952783 cites W2072790282 @default.
• W3159952783 cites W2073008766 @default.
• W3159952783 cites W2073804249 @default.
• W3159952783 cites W2075490793 @default.
• W3159952783 cites W2079297782 @default.
• W3159952783 cites W2079706362 @default.
• W3159952783 cites W2083266182 @default.
• W3159952783 cites W2083554702 @default.
• W3159952783 cites W2122398073 @default.
• W3159952783 cites W2125772343 @default.
• W3159952783 cites W2127887660 @default.
• W3159952783 cites W2132126352 @default.
• W3159952783 cites W2167156195 @default.
• W3159952783 cites W2169984552 @default.
• W3159952783 cites W2501987877 @default.
• W3159952783 cites W2537410685 @default.
• W3159952783 cites W2592381638 @default.
• W3159952783 cites W2613341629 @default.
• W3159952783 cites W2774144241 @default.
• W3159952783 cites W2884937633 @default.
• W3159952783 cites W2913534969 @default.
• W3159952783 cites W2916835505 @default.
• W3159952783 cites W2935897153 @default.
• W3159952783 cites W2947915960 @default.
• W3159952783 cites W2963265110 @default.
• W3159952783 cites W2963854835 @default.
• W3159952783 cites W2963945786 @default.
• W3159952783 cites W2963984070 @default.
• W3159952783 cites W2964180288 @default.
• W3159952783 cites W2971563739 @default.
• W3159952783 cites W2980462847 @default.
• W3159952783 cites W2987072135 @default.
• W3159952783 cites W2995069419 @default.
• W3159952783 cites W3022641062 @default.
• W3159952783 cites W3081971706 @default.
• W3159952783 cites W3088253618 @default.
• W3159952783 cites W3099088393 @default.
• W3159952783 cites W3101311679 @default.
• W3159952783 cites W3104403458 @default.
• W3159952783 cites W3106072652 @default.
• W3159952783 cites W3106128406 @default.
• W3159952783 cites W3106201151 @default.
• W3159952783 cites W3106438169 @default.
• W3159952783 cites W3116837008 @default.
• W3159952783 cites W3158389735 @default.
• W3159952783 cites W330399164 @default.
• W3159952783 doi "https://doi.org/10.48550/arxiv.2105.00596" @default.
• W3159952783 hasPublicationYear "2021" @default.
• W3159952783 type Work @default.
• W3159952783 sameAs 3159952783 @default.
• W3159952783 citedByCount "3" @default.
• W3159952783 countsByYear W31599527832021 @default.
• W3159952783 crossrefType "posted-content" @default.
• W3159952783 hasAuthorship W3159952783A5003590800 @default.
• W3159952783 hasAuthorship W3159952783A5013490355 @default.
• W3159952783 hasAuthorship W3159952783A5016438615 @default.
• W3159952783 hasBestOaLocation W31599527831 @default.
• W3159952783 hasConcept C111472728 @default.
• W3159952783 hasConcept C115260700 @default.
• W3159952783 hasConcept C121332964 @default.
• W3159952783 hasConcept C134306372 @default.
• W3159952783 hasConcept C138885662 @default.
• W3159952783 hasConcept C182310444 @default.
• W3159952783 hasConcept C2775918384 @default.
• W3159952783 hasConcept C31532427 @default.
• W3159952783 hasConcept C33923547 @default.
• W3159952783 hasConcept C38409319 @default.
• W3159952783 hasConcept C57879066 @default.
• W3159952783 hasConcept C62354387 @default.
• W3159952783 hasConcept C62520636 @default.
• W3159952783 hasConcept C74650414 @default.
• W3159952783 hasConcept C75553542 @default.
• W3159952783 hasConcept C84655787 @default.
• W3159952783 hasConceptScore W3159952783C111472728 @default.
• W3159952783 hasConceptScore W3159952783C115260700 @default.
• W3159952783 hasConceptScore W3159952783C121332964 @default.

• next