Titlebook: Recent Developments of Mathematical Fluid Mechanics; Herbert Amann,Yoshikazu Giga,Masao Yamazaki Book 2016 Springer Basel 2016 Euler equat

flutter

Existence of Weak Solutions for a Diffuse Interface Model of Power-Law Type Two-Phase Flows,lt by the authors about existence of weak solutions for diffuse interface model of power-law type two-phase flows and give a sketch of its proof. The latter part is a summary of Abels et al. (Nonlinear Anal Real World Appl 15:149–157, 2014).

arrhythmic

gimmick

yohimbine

虛度

Thermodynamically Consistent Modeling for Dissolution/Growth of Bubbles in an Incompressible Solvena fully compressible version, both for the liquid and the gas phase so that the entropy principle can be easily evaluated. This yields a full PDE system for a compressible two-phase fluid with mass transfer of the gaseous species. Then the passage to an incompressible solvent in the liquid phase is

Palpitation

Migratory

Inhomogeneous Boundary Value Problems in Spaces of Higher Regularity, known for the .-realization, .?>?0, of a parameter-elliptic boundary value problem. We discuss a priori estimates and the generation of analytic semigroups for these realizations in various cases. The Banach scale method can be applied for homogeneous boundary conditions if the right-hand side sati

Pandemic

Local Regularity Results for the Instationary Navier-Stokes Equations Based on Besov Space Type Criributions. It is a famous open problem whether weak solutions are unique and smooth. A main step in the analysis of this problem is to show that the given weak solution is a strong one in the sense of J. Serrin, i.e., . where .?>?2, .?>?3 and .. In this review we report on recent results on this pro

Buttress

Atmosphere