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Point Two

Flowever, information concerning the characteristics of these systems under the conditions of a continuous process is still very limited. From a practical point of view, the concept of ionic liquid multiphasic catalysis can be applicable only if the resultant catalytic lifetimes and the elution losses of catalytic components into the organic or extractant layer containing products are within commercially acceptable ranges. To illustrate these points, two examples of applications mn on continuous pilot operation are described (i) biphasic dimerization of olefins catalyzed by nickel complexes in chloroaluminates, and (ii) biphasic alkylation of aromatic hydrocarbons with olefins and light olefin alkylation with isobutane, catalyzed by acidic chloroaluminates. [Pg.271]

These should not be repeated here. To identify new examples, the easiest way is probably to start from a detailed understanding of the special properties of the ionic liquid material and to identify promising research fields from this point. Two successful examples from the past should illustrate this approach in more detail. [Pg.354]

Earlier in this chapter we considered the effect of orbital interactions on a previously noninteracting system. But suppose now we take as starting point two interacting orbitals 4>A and B of equal energy and we introduce a change in electronegativity at centers A and B. The qualitative results of such a perturbation are again well known from elementary quantum chemistry ... [Pg.38]

At this point, two options are available if required. (1) If more complete degassing is desired, freeze the liquid contents by soaking the appropriate part of reaction vessel in dry ice/acetone bath, evacuate to 10 pm Hg, then thaw the contents, followed by an additional 10 min degassing. (2) If the removal of residual 1602 is desired, mix the two solutions by tilting the vessel to consume the 1602 by luciferin-luciferase luminescence reaction. The resulting reaction will cease in 2-3 min. Then, degas the content for 1-2 min to remove the C02 produced in the luminescence reaction. [Pg.373]

Consider next the case a < 0. Here the trajectories near the singular point, the saddle point, have the form shown in Fig. 6-3. Only four singular trajectories enter the saddle point (two of them, AS and BS, for t -> oo and two others, SD and SO, for t- - — oo). [Pg.326]

At this point two procedures bifurcate, one for the (NA) systems and the other for the (A) systems. [Pg.352]

Points two and four seem incompatible, usually the massive objects are slower than light ones for a given density. Thus good quantity to look at is not mass but compactness C (see Bonazzola in Barone et al., Eds., 2000). Compactness can be defined as ... [Pg.313]

To this point, two types of experiments have been carried out to study the survival rates of microorganisms ... [Pg.303]

Most cyclic boryloxyalkylphosphines and their analogues are stable crystalline substances some of them may be heated at reflux under a vacuum. At the same time further transformations may be observed on heating. Above the melting point, two processes may be observed elimination of an aldehyde or of a benzene molecule [Eq. (127)] (79IZV2349 88IZV155). [Pg.117]

The procedure used to obtain the results in Figure 3 is not entirely satisfactory, since transfer of the flocculated suspension to the syringe inevitably causes some break-up of floes which may affect the filtration behaviour. In order to investigate this point, two different procedures were adopted ... [Pg.452]

A two-point two-time PDF would be required to describe such spatial and temporal variations. [Pg.82]

Although it is possible to derive a PDF transport equation for stochastic model for the Fagrangian turbulence frequency a> (t) is developed along the lines of those discussed in Section 6.7. The goal of these models is to reproduce as many of the relevant one-point, two-time statistics of the Fagrangian fluid-particle turbulence frequency, o>+(t), as possible. Examples of two such models (log-normal model (Jayesh and Pope 1995) and gamma-distribution model (Pope and Chen 1990 Pope 1991a Pope 1992)) can be found in Pope (2000). Here we will... [Pg.340]

To express a percent as a decimal, note that percent means division by 100 with decimals, division by 100 is accomplished by moving the decimal point two places to the left. [Pg.26]

No acute-, intermediate-, or chronic-duration inhalation MRLs were derived for cyanide because of the limitations associated with the available studies. Many of the animal and human studies used lethality, or serious effects, such as coma, as the end point. Two epidemiological studies are available however, one study lacked good exposure data, and the other study involved occupational exposure in the electroplating industry where exposure to other chemicals may have occurred. [Pg.93]

Since there are two digits to the right of the decimal points in the factors, move the decimal point two places left in the product. [Pg.99]

To change 6% to a decimal, move the decimal point two places to the left. It is necessary in this instance to add a zero as a placeholder ... [Pg.133]


See other pages where Point Two is mentioned: [Pg.182]    [Pg.32]    [Pg.302]    [Pg.1057]    [Pg.236]    [Pg.106]    [Pg.306]    [Pg.190]    [Pg.58]    [Pg.502]    [Pg.104]    [Pg.138]    [Pg.426]    [Pg.162]    [Pg.39]    [Pg.189]    [Pg.193]    [Pg.194]    [Pg.195]    [Pg.195]    [Pg.196]    [Pg.196]    [Pg.196]    [Pg.196]    [Pg.196]    [Pg.343]    [Pg.18]    [Pg.506]    [Pg.155]    [Pg.945]    [Pg.100]   


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Distance between two points

Equation of motion for the two-point probabilities

Numerical Solutions to Two-Point Boundary Value Problems

One- and two-dimensional lattices point groups

Scattering by Two Material Points

Scattering by one or two charge points

Straight line through two points

System in which the two components form a compound with an incongruent melting point

Thirty-two crystal classes (crystallographic point groups)

Through two points

Two intersection points

Two point boundary value

Two point boundary value problem

Two-Point Approximate Orbital-Free Kinetic Energy Functionals

Two-Point Characterization of FOPDT Process Response

Two-Point Derivative Cases

Two-Point First Derivative Approximations

Two-Point Gauss-Legendre Quadrature

Two-Point Non-Equilibrium Correlation Functions

Two-point adsorption

Two-point baseline correction

Two-point bending

Two-point bending test on prismatic-shaped specimens

Two-point binding

Two-point control

Two-point controller

Two-point density

Two-point extrapolation

Two-point kinetics

Two-point probe

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