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Solving the Problem of Elastic Waves Diffraction by a Fluid-Saturated Porous Gradient Layer Using a Second-Order Finite-Difference Scheme© 2019, Pleiades Publishing, Ltd. The problem of elastic wave diffraction by an isotropic fluid
Multihorizon spherically symmetric spacetimes with several scales of vacuum energy, associated with a time-dependent and spatially inhomogeneous cosmological term. The vacuum dark fluid
Study of the Distribution of Organic Molecules in the Porous Space of Vycor Glasses of different sizes depending on the polarity of the adsorbed fluid. In addition, this effect leads
Gravitational radiation and the removal of a degeneracy with respect to hidden parameters in relativistic hydrodynamicsWe consider the evolution of a viscous heat-conducting fluid, initially found in a state of local
Frequency-Temporal Correlation of Inhomogeneous Broadening for Different Modes of Excitation of Stimulated Photon Echo curves of a laser-excited inhomogeneously broadened line is found to depend on the excitation region
Evolution of the interface in a stratified anisotropic porous material impregnation of a stratified inhomogeneous anisotropic porous material with a viscous fluid can be reduced to a
IMAGiNG of THE HYDROCELE be seen: inhomogeneous echogenic material, septations and irregularities within fluid. Thus, imaging
Optimization of supercritical fluid extraction: Polydisperse packed beds and variable flow rates ways of packing polydisperse ensemble of ground particles as controls in supercritical fluid extraction
Optimization of supercritical fluid extraction: Polydisperse packed beds and variable flow rates ways of packing polydisperse ensemble of ground particles as controls in supercritical fluid extraction
Effects of finite electron temperature on gradient drift instabilities in partially magnetized plasmas electric and magnetic fields are investigated in the framework of the two-fluid model with finite electron
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