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Average area

Mineral Deposits. The only iodine obtained from minerals has been a by-product of the processing of nitrate ores in Chile. CaUche occurs in the Atacama desert of Northern Chile and west of the Andes mountains. The Atacama desert is known as the driest of the world s deserts, where measurable (>1 mm) rainfalls may be as infrequent as once every 5—29 years (58). The caUche deposits occur in an area averaging 700 km (north—south) by 30 km (east—west). The iodine may total over 5 x 10 t (59). [Pg.361]

Here, h is the enthalpy per unit mass, h = u + p/. The shaft work per unit of mass flowing through the control volume is 6W5 = W, /m. Similarly, is the heat input rate per unit of mass. The fac tor Ot is the ratio of the cross-sectional area average of the cube of the velocity to the cube of the average velocity. For a uniform velocity profile, Ot = 1. In turbulent flow, Ot is usually assumed to equal unity in turbulent pipe flow, it is typically about 1.07. For laminar flow in a circiilar pipe with a parabohc velocity profile, Ot = 2. [Pg.633]

Here, V is the area average velocity, K is the number of velocity heads of pressure drop provided hy the uniform resistance, Ap = FCpV/2, and a is the velocity profile factor used in the mechanical energy bal-... [Pg.659]

Equations (13-111) to (13-114), (13-118) and (13-119), contain terms, Njj, for rates of mass transfer of components from the vapor phase to the liquid phase (rates are negative if transfer is from the liquid phase to the vapor phase). These rates are estimated from diffusive and bulk-flow contributions, where the former are based on interfacial area, average mole-fraction driving forces, and mass-... [Pg.1291]

The tests that reflect physical properties of the catalyst are surface area, average bulk density, pore volume, and particle size distribution. [Pg.104]

N Molar rate of diffusion per unit area (average, value) kmoi/m2s NL T 1... [Pg.657]

In all these treatments, nonequilibrium fluctuation plays the most important role. This is defined as the fluctuation of a physical quantity that deviates from the standard state determined by the nonzero flux in a nonequilibrium state. Such fluctuation has a kind of symmetry in that the area average is equal to zero although the flux changes locally. Therefore, macroscopically, such fluctuation does not affect the flux itself. This means that the flux must be determined a priori and is indifferent to the fluctuations. [Pg.249]

Figure 4.5. 8 C and 8 N values of bone collagen from Marillac mammals (-45,000 BP) compared with those of recent mammals from cold and temperate areas (average 1 s.d.). Isotopic abundances of Marillac mammals are from Fizet et al. (1995). Figure 4.5. 8 C and 8 N values of bone collagen from Marillac mammals (-45,000 BP) compared with those of recent mammals from cold and temperate areas (average 1 s.d.). Isotopic abundances of Marillac mammals are from Fizet et al. (1995).
It is important to note that the closure problem for the species continuity equation requires solutions for the deviations of the potential, i.e the /and g fields, anfi knowledge of the average potential ( ). This result is very similar to that found by the area averaging method in Sauer et al. [345], Utilizing the closure expressions the average species continuity equation becomes... [Pg.599]

Saner, SG Locke, BR Arce, P, Effects of Axial and Orthogonal Applied Electric Eields on Solnte Transport in Poiseuille Flows. An Area Averaging Approach, Indnstrial and Engineering Chemistry Research 34, 886,1995. [Pg.620]

Building Services LOW Cost Range S/Ft3 of Effective Floor Area Average High... [Pg.468]

We refrain here from giving an extensive overview of studies on the surface structure of vanadium oxide nanolayers, as this has already been done for up to year 2003 in our recent review [97]. Instead, we would like to focus on prototypical examples, selected from the V-oxide-Rh(l 1 1) phase diagram, which demonstrate the power of STM measurements, when combined with state-of-the-art DFT calculations, to resolve complex oxide nanostructures. Other examples will highlight the usefulness of combining STM and STS data on a local scale, as well as data from STM measurements, and sample area-averaging spectroscopic techniques, such as XPS and NEXAFS, to derive as complete a picture as possible of the investigated system. [Pg.160]

The Rhine River above Lake Constance (alpine and prealpine catchment area) averages the following composition ... [Pg.195]

Runoff ratio = (average runoff per unit area)/(average rainfall). [Pg.530]

Dj area average diameter for example in Section 3.2.1 Di diameter of the rth ball set for the example in Section 3.2.1... [Pg.105]

Figure 7.1 Increases in world population, arable area, average yields of rice and wheat, amount of fertilizer N used, and the irrigated area of the world (Evans, 1997). Reproduced by permission of the Royal Society... Figure 7.1 Increases in world population, arable area, average yields of rice and wheat, amount of fertilizer N used, and the irrigated area of the world (Evans, 1997). Reproduced by permission of the Royal Society...
In Equation 6, the dlffuslvlty and mobility are second rank tensors whose positional dependence is a consequence of the hydrodynamic wall effect and F represents the probabllllty that the Brownian particle, initially at some fixed point, will be at some position in space R at a later time t. At low concentrations, P is replaced by the number concentration, C (25). Conceptually the approach followed is similar to that developed by Brenner and Gaydos (25), however, one needs to include an expression for the flux of particles at the wall due to exchange with the pores. Upon averaging over the interstitial tube cross section of Figure 2, one arrives at the following expression (29) for the area averaged rate equation for the mobile phase transport. [Pg.9]

In Equation 7, solute concentrations are area averaged with the subscripts referring to the mobile or stationary phase, I Is the length of the dead end pores, and the dlffuslvltles and D... [Pg.9]

In general, the filler industry recognises these limitations, and tries to use a few relatively simple parameters that, taken in combination, give an approximate, working definition of morphology appropriate to the application in mind. The parameters that are most likely to be encountered are specific surface area, average particle size, effective top size and oil adsorption. The measurement and application of these are discussed in more detail below. [Pg.89]

The diameter of a sphere having this average area is the surface area average diameter ds and equals... [Pg.632]


See other pages where Average area is mentioned: [Pg.370]    [Pg.632]    [Pg.660]    [Pg.467]    [Pg.580]    [Pg.250]    [Pg.273]    [Pg.597]    [Pg.216]    [Pg.135]    [Pg.497]    [Pg.556]    [Pg.557]    [Pg.559]    [Pg.37]    [Pg.57]    [Pg.253]    [Pg.246]    [Pg.130]    [Pg.335]    [Pg.60]    [Pg.60]    [Pg.8]    [Pg.206]    [Pg.253]    [Pg.700]    [Pg.116]    [Pg.370]   
See also in sourсe #XX -- [ Pg.6 ]




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Area averaged velocity

Area-averaged concentration

Area-averaged mean radius

Average interfacial area

Average molar area

Average molecular area, surface

Average molecular area, surface mixture

Average specific extinction area

Averaged area

Averaged area arithmetic-mean

Averaged area geometric-mean

Averaged area logarithmic-mean

Concentration area-average

Concentration area-averaged bulk

Porous media area averaged velocity

Surface area, effect velocity, average

The average active Pt surface areas

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