[图书][B] Moving interfaces and quasilinear parabolic evolution equations
J Prüss, G Simonett - 2016 - Springer
Moving interfaces–and in the stationary case, free boundaries–are ubiquitous in our
environment and daily life. They are at the basis of many physical, chemical, and also …
environment and daily life. They are at the basis of many physical, chemical, and also …
The Stokes equation in the Lp-setting: well-posedness and regularity properties
MG Hieber, J Saal - Handbook of mathematical analysis …, 2018 - waseda.elsevierpure.com
抄録 This article discusses the Stokes equation in various classes of domains Ω CR n within
the L p-setting for 1≤ p≤∞ from the point of view of evolution equations. Classical as well …
the L p-setting for 1≤ p≤∞ from the point of view of evolution equations. Classical as well …
Curvature driven interface evolution
H Garcke - Jahresbericht der Deutschen Mathematiker …, 2013 - Springer
Curvature driven surface evolution plays an important role in geometry, applied mathematics
and in the natural sciences. In this paper geometric evolution equations such as mean …
and in the natural sciences. In this paper geometric evolution equations such as mean …
Three-phase fluid flow interaction at pore scale during water-and surfactant-alternating gas (WAG/SAG) injection using carbon dioxide for geo-sequestration and …
Sequestration of CO2 in geologic formations such as depleted oil reservoirs has emerged as
one of the lead solutions to tackle greenhouse gas emissions to reduce pollution and global …
one of the lead solutions to tackle greenhouse gas emissions to reduce pollution and global …
Decay of viscous surface waves without surface tension in horizontally infinite domains
We consider a viscous fluid of finite depth below the air, occupying a three-dimensional
domain bounded below by a fixed solid boundary and above by a free moving boundary …
domain bounded below by a fixed solid boundary and above by a free moving boundary …
Local well-posedness of the viscous surface wave problem without surface tension
We consider a viscous fluid of finite depth below the air, occupying a three-dimensional
domain bounded below by a fixed solid boundary and above by a free moving boundary …
domain bounded below by a fixed solid boundary and above by a free moving boundary …
On well-posedness and small data global existence for an interface damped free boundary fluid–structure model
We address a fluid–structure system which consists of the incompressible Navier–Stokes
equations and a damped linear wave equation defined on two dynamic domains. The …
equations and a damped linear wave equation defined on two dynamic domains. The …
Pore-scale flow simulation of supercritical CO2 and oil flow for simultaneous CO2 geo-sequestration and enhanced oil recovery
Recently, carbon capture, utilization, and storage (CCUS) with enhanced oil recovery (EOR)
have gained a significant traction in an attempt to reduce greenhouse gas emissions …
have gained a significant traction in an attempt to reduce greenhouse gas emissions …
The viscous surface-internal wave problem: global well-posedness and decay
We consider the free boundary problem for two layers of immiscible, viscous, incompressible
fluid in a uniform gravitational field, lying above a general rigid bottom in a three …
fluid in a uniform gravitational field, lying above a general rigid bottom in a three …
On well-posedness for a free boundary fluid-structure model
On well-posedness for a free boundary fluid-structure model | Journal of Mathematical Physics |
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