CALL US

+86 17838360708

Mixing solutions for the Muskat problem arxivvanity

Mixing solutions for the Muskat problem arxivvanity

Mixing solutions for the Muskat problem - arxiv-vanity

We prove the existence of mixing solutions of the incompressible porous media equation for all Muskat type H5 initial data in the fully unstable regime.

get price

Degraded mixing solutions for the Muskat problem

We prove the existence of infinitely many mixing solutions for the Muskat problem in the fully unstable regime displaying a linearly degraded macroscopic

get price

[1605.04822] Mixing solutions for the Muskat problem

May 16, 2016  May 16, 2016  Please join the Simons Foundation and our generous member organizations in supporting arXiv during our giving campaign September 23-27. 100% of your contribution will

get price

[2005.08814] Mixing solutions for the Muskat problem with ...

May 18, 2020  May 18, 2020  We provide a quick proof of the existence of mixing weak solutions for the Muskat problem with variable mixing speed. Our proof is considerably shorter and extends

get price

[1605.04822] Mixing solutions for the Muskat problem

May 16, 2016  May 16, 2016  Title: Mixing solutions for the Muskat problem Authors: Ángel Castro , Diego Córdoba , Daniel Faraco (Submitted on 16 May 2016 ( v1 ), last revised 12 Mar 2021

get price

Mixing solutions for the Muskat problem - NASA/ADS

adshelp[at]cfa.harvard The ADS is operated by the Smithsonian Astrophysical Observatory under NASA Cooperative Agreement NNX16AC86A

get price

Mixing solutions for the Muskat problem : A. Castro : Free ...

We prove the existence of mixing solutions of the incompressible porous media equation for all Muskat type $H^5$ initial data in the fully unstable regime.

get price

Mixing solutions for the Muskat problem - arxiv-vanity

We prove the existence of mixing solutions of the incompressible porous media equation for all Muskat type H5 initial data in the fully unstable regime.

get price

Degraded mixing solutions for the Muskat problem

We prove the existence of infinitely many mixing solutions for the Muskat problem in the fully unstable regime displaying a linearly degraded macroscopic behaviour inside the mixing zone. In fact, we estimate the volume proportion of each fluid in every rectangle of the mixing zone. The proof is a refined version of the convex integration scheme presented in [DS10, Szé12] applied to the ...

get price

[1605.04822] Mixing solutions for the Muskat problem

May 16, 2016  May 16, 2016  Please join the Simons Foundation and our generous member organizations in supporting arXiv during our giving campaign September 23-27. 100% of your contribution will fund improvements and new initiatives to benefit arXiv's global scientific community. ... Mixing solutions for the Muskat problem. Authors: Ángel Castro, Diego Córdoba, ...

get price

[2005.08814v1] Mixing solutions for the Muskat problem ...

We provide a quick proof of the existence of mixing weak solutions for the Muskat problem with variable mixing speed. Our proof is considerably shorter and extends previous results in \\cite{ccf:ipm} and \\cite{fsz:ipm}.

get price

Mixing solutions for the Muskat problem - NASA/ADS

adshelp[at]cfa.harvard The ADS is operated by the Smithsonian Astrophysical Observatory under NASA Cooperative Agreement NNX16AC86A

get price

[1605.04822] Mixing solutions for the Muskat problem

May 16, 2016  May 16, 2016  Title: Mixing solutions for the Muskat problem Authors: Ángel Castro , Diego Córdoba , Daniel Faraco (Submitted on 16 May 2016

get price

[2005.08814v1] Mixing solutions for the Muskat problem ...

May 18, 2020  May 18, 2020  Abstract: We provide a quick proof of the existence of mixing weak solutions for the Muskat problem with variable mixing speed. Our proof is considerably shorter and extends previous results in \cite{ccf:ipm} and \cite{fsz:ipm}.

get price

Mixing solutions for the Muskat problem : A. Castro : Free ...

We prove the existence of mixing solutions of the incompressible porous media equation for all Muskat type $H^5$ initial data in the fully unstable regime.

get price

Mixing solutions for the Muskat problem - arxiv-vanity

We prove the existence of mixing solutions of the incompressible porous media equation for all Muskat type H5 initial data in the fully unstable regime.

get price

Degraded mixing solutions for the Muskat problem

We prove the existence of infinitely many mixing solutions for the Muskat problem in the fully unstable regime displaying a linearly degraded macroscopic behaviour inside the mixing zone. In fact, we estimate the volume proportion of each fluid in every rectangle of the mixing zone. The proof is a refined version of the convex integration scheme presented in [DS10, Szé12] applied to the ...

get price

[1605.04822] Mixing solutions for the Muskat problem

May 16, 2016  May 16, 2016  Please join the Simons Foundation and our generous member organizations in supporting arXiv during our giving campaign September 23-27. 100% of your contribution will fund improvements and new initiatives to benefit arXiv's global scientific community. ... Mixing solutions for the Muskat problem. Authors: Ángel Castro, Diego Córdoba, ...

get price

[2005.08814v1] Mixing solutions for the Muskat problem ...

We provide a quick proof of the existence of mixing weak solutions for the Muskat problem with variable mixing speed. Our proof is considerably shorter and extends previous results in \\cite{ccf:ipm} and \\cite{fsz:ipm}.

get price

Mixing solutions for the Muskat problem - NASA/ADS

adshelp[at]cfa.harvard The ADS is operated by the Smithsonian Astrophysical Observatory under NASA Cooperative Agreement NNX16AC86A

get price

[1605.04822] Mixing solutions for the Muskat problem

May 16, 2016  May 16, 2016  Title: Mixing solutions for the Muskat problem Authors: Ángel Castro , Diego Córdoba , Daniel Faraco (Submitted on 16 May 2016

get price

[2005.08814v1] Mixing solutions for the Muskat problem ...

May 18, 2020  May 18, 2020  Abstract: We provide a quick proof of the existence of mixing weak solutions for the Muskat problem with variable mixing speed. Our proof is considerably shorter and extends previous results in \cite{ccf:ipm} and \cite{fsz:ipm}.

get price

Mixing solutions for the Muskat problem : A. Castro : Free ...

We prove the existence of mixing solutions of the incompressible porous media equation for all Muskat type $H^5$ initial data in the fully unstable regime.

get price