Sentence examples for derived for fluid from inspiring English sources

Analytic solutions for the dynamic response of an adiabatic adsorption column based on the rectangular isotherm approximation are derived for fluid film diffusion control and for the case in which both fluid film and intraparticle diffusion resistances are comparable.

A direct Eulerian generalized Riemann problem (GRP) scheme is derived for compressible fluid flows.

The EOS derived for bulk fluid (e.g., Redlich and Kwong 1949; Peng and Robinson 1976) is not appropriate for phase equilibrium calculations of the tight shale reservoirs.

Finite element solutions have been derived for the fluid porosity in the bentonite extrusion region and the radionuclide concentration in the fracture.

A velocity scalar joint filtered density function (VSJFDF) transport equation was derived for the fluid flow field experienced by the particles in the evaporating gas droplet two-phase flow.

The Froude number can also be derived for Boussinesq fluid which experiences a hydraulic jump over an obstacle of height h: mathrm{F}mathrm{r}=frac{U_i}{sqrt{ghboxh}}=frac{U_i}{sqrt{gfrac{theta hbox{theta }h}}=frac{U_i}{sqrt{ghfrac{left {theta}_ifrac{doverline{theta}}{dz}hright -{theta}_i}{theta }{dz}hright -{theta}_i}{thetaeta}frac{doverline{theta}}=frac{}^2}}=frac{U_i}{sqrt{frac{g

We modify an analytic expression for the induced voltage, previously derived for Newtonian fluids, to include a complex viscosity, and determine the viscous and elastic modulus of complex fluids by fitting this expression to our data.

Semi-analytical solutions are derived for pore-fluid pressure, displacement and stress distributions, allowing for the evaluation of rate effects in silty soils, with specific application to purely cohesive and frictional materials.

In this paper, pipe equations for n=0 axisymmetric wave motion are derived for a fluid-filled pipe, surrounded by an infinite elastic medium which can support both longitudinal and shear waves.

The averaging operators derived for incompressible fluids are also valid for gases [Tønder K. Theory of effects of striated roughness on gas lubrication. In: Proceedings of the JSLE international tribology conference, Tokyo, Japan; 1985. p. 761 6; Weissner S, Tønder K, Talke FE. Surface roughness effects in compressible lubrication.

Volume-averaged transport equations were derived for both the fluid bed and the porous medium regions.