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  1. Journal of Applied Mechanics and Technical Physics
  2. Journal of Applied Mechanics and Technical Physics : Volume 39
  3. Journal of Applied Mechanics and Technical Physics : Volume 39, Issue 1, January 1998
  4. Rheological model of volume stretching of newtonian liquids
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Journal of Applied Mechanics and Technical Physics : Volume 58
Journal of Applied Mechanics and Technical Physics : Volume 57
Journal of Applied Mechanics and Technical Physics : Volume 56
Journal of Applied Mechanics and Technical Physics : Volume 55
Journal of Applied Mechanics and Technical Physics : Volume 54
Journal of Applied Mechanics and Technical Physics : Volume 53
Journal of Applied Mechanics and Technical Physics : Volume 52
Journal of Applied Mechanics and Technical Physics : Volume 51
Journal of Applied Mechanics and Technical Physics : Volume 50
Journal of Applied Mechanics and Technical Physics : Volume 49
Journal of Applied Mechanics and Technical Physics : Volume 48
Journal of Applied Mechanics and Technical Physics : Volume 47
Journal of Applied Mechanics and Technical Physics : Volume 46
Journal of Applied Mechanics and Technical Physics : Volume 45
Journal of Applied Mechanics and Technical Physics : Volume 44
Journal of Applied Mechanics and Technical Physics : Volume 43
Journal of Applied Mechanics and Technical Physics : Volume 42
Journal of Applied Mechanics and Technical Physics : Volume 41
Journal of Applied Mechanics and Technical Physics : Volume 40
Journal of Applied Mechanics and Technical Physics : Volume 39
Journal of Applied Mechanics and Technical Physics : Volume 39, Issue 6, November 1998
Journal of Applied Mechanics and Technical Physics : Volume 39, Issue 5, September 1998
Journal of Applied Mechanics and Technical Physics : Volume 39, Issue 4, July 1998
Journal of Applied Mechanics and Technical Physics : Volume 39, Issue 3, May 1998
Journal of Applied Mechanics and Technical Physics : Volume 39, Issue 2, March 1998
Journal of Applied Mechanics and Technical Physics : Volume 39, Issue 1, January 1998
Numerical studies of transportation of granular material by a pin-point blast using models of the mechanics of continuous and granular media
Longwave approximation model for gas shear flow in a channel of varying area
Hydrodynamic characteristics of a wing in a stratified fluid near the bottom
Rheological model of volume stretching of newtonian liquids
Parametric analysis of two-phase flow instability in a channel with inlet and outlet hydraulic resistances
Subcritical flows from beneath a shield
Developed turbulent flow in a plane channel with simultaneous injection through one porous wall and suction through the other
Stability of convective flows in a rotating liquid layer under various heating conditions
Interaction of a tollmien-schlichting wave with a local flow inhomogeneity
Flow structure in a flat vortex chamber
Wave flows in a thin layer of a viscous liquid. Influence of a constant electric field
Modeling of heat transfer in a melt in growing single crystals by the stockbarger method using the accelerated crucible rotation technique (ACRT)
Transient radiative-conductive heat transfer in a flat layer of a selectively absorbing and radiating medium
Effect of a thin coating on the pressure distribution in contact problems involving frictional heat generation
Rheological properties of materials from the point of view of physical kinetics
Effect of the parameters of the biaxial field of rock pressure on the shape of the fracture zone formed by an explosion of a cylindrical charge in a brittle medium
Comparative estimates of the strength of dry and wet quartz in grinding
Optimization of a layered spherical inclusion in a matrix in triaxial tension at infinity
Analysis of fragmentation of deformation in Ni$_{3}$Ge single crystals
A fractal model for thermal shrinkage of oriented polymers
Coupling effects in bending problems for beams of a shape memory alloy
Three-dimensional tomography in gas flow diagnostics in the presence of an opaque body
Journal of Applied Mechanics and Technical Physics : Volume 38

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Rheological model of volume stretching of newtonian liquids

Content Provider Springer Nature Link
Author Stebvskii, S. V.
Copyright Year 1998
Abstract An equation of state for a volumetrically stretched cavitating liquid medium that holds in the entire span of volume concentrations of bubbles ranging from cavitation nuclei to the stage of formation of a cellular foam structure is obtained based on a proposed macrorheological model. The dependence of the modulus of volume elasticity of a liquid on the volume concentration of bubbles is plotted, and a method for estimating the relaxation time for tensile stresses in cavitating liquid media is proposed.
Starting Page 30
Ending Page 40
Page Count 11
File Format PDF
ISSN 00218944
Journal Journal of Applied Mechanics and Technical Physics
Volume Number 39
Issue Number 1
e-ISSN 15738620
Language English
Publisher Kluwer Academic Publishers-Plenum Publishers
Publisher Date 1998-01-01
Publisher Place New York
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword Applications of Mathematics Mathematical Modeling and Industrial Mathematics Mechanics, Fluids, Thermodynamics Mechanics Fluids Mechanical Engineering
Content Type Text
Resource Type Article
Subject Mechanics of Materials Condensed Matter Physics Mechanical Engineering
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