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Modeling of spinning sphere motion in shear flow of viscous fluid
Rybakov Y.P.
on the particle to the case of shear flow and arbitrary Reynolds number. We represent the velocity of the flow
Behavior of conventional and fibered concrete shear walls during earthquake, an analytical simulation in SAP2000
Kharun M., Koroteev D.D., Huang J., Kamrunnaher M., Hemati Bahar M.
The investigation of this paper was about non-liner behavior of shear walls against seismic wave
Motion of a small rigid spinning sphere in shear flow of viscous fluid
Rybakov Yu.P.
Motion of a small rigid spinning sphere in shear flow of viscous fluid
Stabilization of magnetic islands due to the sheared plasma flow and viscosity
Smolyakov A.I., Azumi M., Kishimoto Y., Lazzaro E.
Stabilization of magnetic islands due to the sheared plasma flow and viscosity
A mathematical model to quantify the effects of platelet count, shear rate, and injury size on the initiation of blood coagulation under venous flow conditions
Bouchnita A., Terekhov K., Nony P., Vassilevski Y., Volpert V.
. To investigate the effects of platelets density, shear rate, and wound size on the initiation of blood
Design of Dies of Minimum Length Using the Ideal Flow Theory for Pressure-Dependent Materials
Alexandrov S., Mokryakov V.
This paper develops the ideal plastic flow theory for the stationary planar flow of pressure
Strength of shear bands in fluid-saturated rocks: a nonlinear effect of competition between dilation and fluid flow
Shilko, Evgeny V., Dimaki, Andrey V., Psakhie, Sergey G.
flow on the shear strength of constrained shear bands in fluid-saturated rocks. This effect
Continuum modes in rotating plasmas: General equations and continuous spectra for large aspect ratio tokamaks
Lakhin V.P., Ilgisonis V.I.
toroidal systems is generalized to take into account both toroidal and poloidal equilibrium plasma flows
Analysis of shear deformation scheme efficiency in plastic structure formation processes
Raab G., Raab A., Shibakov V.
of such an important factor as deformation behavior in the simple shear conditions. It is shown that non
Extension of classical nucleation theory for uniformly sheared systems
Mokshin A., Galimzyanov B., Barrat J.
submitted to an homogeneous shear flow. The theory involves accounting for the anisotropy of the critical

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