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Subject phase

Gas-hquid contac ting systems are utilized for transferring mass, heat, and momentum between the phases, subject to constraints of physical and chemical equihbrium. Process equipment for such systems is designed to achieve the appropriate transfer operations with a minimum expenditure of energy and capital investment. [Pg.1369]

HSCCC is attracting attention based on its high separation scale, 100% recovery of sample, and mild operating conditions. It is a chromatographic separation process based on the partition coefficients of different analytes in two immiscible solvent systems (mobile phase and stationary phase) subjected to a centrifugal acceleration field. [Pg.488]

In a prospective placebo-controlled discontinuation trial, we recently demonstrated the efficacy of nortriptyline in doses of up to 2 mg/kg daily in 35 school-aged youth with ADHD (Prince et al., 2000). In that study, 80% of youth responded by week 6 in the open phase. During the discontinuation phase, subjects randomized to placebo lost the anti-ADHD effect. There... [Pg.453]

Fig. 2.53 Computer simulation results, using lime-dependent Ginzburg-Landau dynamics, of a lattice model of an asymmetric copolymer forming a hex phase subject to a step-shear along the horizontal axis (Ohta et al. 1993), The evolution of the domain pattern after the application of the step-shear is shown, (a) t = 1 (the pattern immediately after the shear is applied) (b) t = 5000 (c) t = 10000 (d) t = 15 000. The time-scale corresponds to the characteristic time for motion of an individual chain, t = R M. [Pg.108]

Since only the principal value of the phase can be measured, provision must also be made for unwrapping the phase subject to the constraint that the cubic phase function and its derivative equal the measured frequency and phase at frame k + 1. An explicit solution can be obtained for interpolation and phase unwrapping by invoking an additional constraint requiring that the unwrapped cubic phase function be maximally smooth . The problem then reduces to finding that multiple of 2n that leads to the smoothest phase interpolation function while meeting the constraints on the frequency and phase at frame k + 1. It can be shown that these constraints are met for values of a and P that satisfy the relations [McAulay and Quatieri, 1986b]... [Pg.479]

This chapter attempts to summarise briefly the role of supramolecular chemistry and supramolecular interactions in the formation and uses of structured liquid phases. Subjects such as liquid crystalline... [Pg.861]

The meaning and also the limitation of the term possible variations must be considered. For the purposes of discussion, we center our attention on Equation (5.2) and consider a heterogenous, multicomponent system. The independent variables that are used to define the state are the entropy, volume, and mole numbers (i.e., amount of substance or number of moles) of the components. The statements of the condition of equilibrium require these to be constant because of the isolation of the system. Possible variations are then the change of the entropy of two or more of the phases subject to the condition that the entropy of the whole system remains constant, the change of the volume of two or more phases subject to the condition that the volume of the whole system remains constant, or the transfer of matter from one phase to another subject to the condition that the mass of the whole system remains constant. Such variations are virtual or hypothetical,... [Pg.65]

Before and during each study phase, subjects should (1) be allowed water as desired except for lh before and after drug administration, (2) be provided standard meals no less than 4h after drug administration, and (3) abstain from alcohol for 24 h before each study period and until after the last sample from each period is collected. [Pg.151]

The corresponding solution for the quasi-steady fuel vapor weight fraction in the gas phase subject to the boundary conditions in Equations 9 and 10 is ... [Pg.34]

Such a procedure adapted from Gross and Morell (1966) and Blumenfeld and Gallop (1962) is as follows. Visser et al. (1971) treated 2.5 to 10 mg of a modified elastase with 1 N NHjOH-HCl, adjusted to pH 9 by addition of sodium hydroxide, for 2 hr at 25°C. The excess hydroxylamine was removed either by dialysis or by precipitation of the protein at pH 3.0. The protein was then dissolved, brought to pH 8.0 by addition of NaOH and treated with an equal volume of a 1 % solution of l-fluoro-2,4-dinitrobenzene in ethanol. The pH of the solution was maintained at 8 by the continuous addition of NaOH. The reaction is complete when no additional alkali must be added for 5 min. The mixture is then extracted three times with ether and the aqueous phase subjected to the conditions of the Lossen rearrangement (i.e. heating to 100°C under alkaline condition (0.1 N NaOH) for 10 min). Acid hydrolysis followed by amino acid analysis permits the identification of either diaminopropionic or diaminobutyric acid which would result from either aspartate or glutamate modification, respectively. Diaminopropionic and diaminobutyric acids may be estimated on the short column of the amino acid analyzer. Diaminopropionic acid emerges with histidine. (Color values do not seem to be available.)... [Pg.144]

Fig. 5 Excitation polarisation anisotropy histograms for more than 200 single PFO chains, a Histogram for the ( > phase, b Histogram for chains in the glassy phase subjected (shaded black bars) or not subjected (filled blue bars) to the vapour swelling treatment. Adapted from [28]... Fig. 5 Excitation polarisation anisotropy histograms for more than 200 single PFO chains, a Histogram for the ( > phase, b Histogram for chains in the glassy phase subjected (shaded black bars) or not subjected (filled blue bars) to the vapour swelling treatment. Adapted from [28]...
In this marginally compact state, the number of candidate tube structures is somewhat limited. The ground-state structures of a short tube in the marginally compact phase subject to compaction are shown in the bottom panel of Figure 12.3 below. [Pg.232]

Maxwell (73) calculated the potential distribution for a single spherical particle immersed in a conducting medium and subjected to a uniform electrical field. He solved Laplace s equation within the two phases subject to continuity of potential and continuity of the normal component of the current density at the surface of the particle. Maxwell then extended his single-sphere solution to dilute mixtures and obtained the following expression for Am ... [Pg.206]

In the initial state, the basic solid solution phase subjected to partial decomposition by artificial aging (Fig. 5, arrows 1, 2, and 11), contained 3.8 to 4.6% Cu in the higher-purity alloy and 4.5 to 5% in the normal alloy. The difference was probably caused by a variation in the heat treatment of the alloys. [Pg.178]

In the present study chemosensory event-related potentials (CSERP) were used to find objective evidence that body odor and the perception of body odor by females is related to the similarity of the Major Histocompatibility Complex (HLA in humans) of the subject and donor. Ten female subjects were examined three times during the course of their menstrual cycle (follicular, ovulatory and luteal phase). During a test session the responses of subjects to the odors of either three male or three female donors was measured. The HLA types of two donors were similar to each other but different to the HLA type of the test subject and the third donor, who shared a similar HLA type. Chemosensory event-related potentials were recorded from 7 electrode sites on the skull (Fz, Cz, Pz, F3, F4, P3, P4), referred to linked mastoids. Preliminary results show that during the ovulatory cycle phase, subjects responded with larger amplitudes to body odors of male donors with a similar HLA-type than to odors of male donors with a dissimilar HLA-type. When female odors were presented the speed of the neural response changed with the HLA-type of the odor donor during the luteal phase only. [Pg.201]

The solution of the Laplace equation in Eq. 7 describing the potential in the liquid phase subject to the boundary conditions given by Eqs. 12 and 13 then yields the following tangential interfacial electric field near the wedge tip as h/Re 0,h being the film thickness ... [Pg.970]

Another approach taken by Flory is to consider the polyelectrolyte coil xmder large ionic strength conditions as a phase subject to the conditions of the Dorman equilibrium. The coil will expand to reduce the Dorman potential, but the chain will resist due to the decreasing entropy. The coil is characterized by an effective volume, V, and the free salt concentration is c°. The condition of equilibrium is given by Morawetz as ... [Pg.123]

In the FHH theory [19, 20, 21] the adphase is considered as a liquid phase subjected to an external potential generated by the adsorbing solid surface the attractive gas-solid interactions are responsible for a stabilization of the adphase with respect to the bulk liquid. [Pg.232]

An immunosorbens represents an excellent agent for the specific preconcentration of analytes with the aid of antibodies (immunoextraction). Until now. this technique has been used mainly in clinical chemistry. Environmental applications started in 1994 [74]. The appropriate antibody is immobilized on a precolumn and. after a concentration phase, subjected to a desorption step. It is favorable if the eluent used for this purpo.se is the same as that employed in the sub.sequent liquid chromatographic separation. [Pg.165]

In the smectic A phase the director is always perpendicular to the plane of the smectic layers. Thus, only the splay distortion leaves the interlayer distance unchanged [7], and only the elastic modulus K i is finite while K22 and Kzz diverge when approaching the smectic A phase from the nematic phase. On the other hand, the compressibility of the layered structure and the corresponding elastic modulus B is taken into account when discussing the elastic properties of smectic phases. The free energy density for the smectic A phase, subjected to the action of an external electric field, is... [Pg.351]

The calculation of a relative fraction of ciystalline phase subjecting to mechanical disordering, can be performed according to the equation [7] ... [Pg.217]

FIGURE 2 The dependence of relative fraction of crystalline phase subjecting to mechanical disordering, on space dimension D for nanocomposites HDPE/MMT. [Pg.218]

You should be aware of one important difference between the electrochemical potential and the chemical potential. The chemical potential describes the free energy of inserting one particle into a particular place or phase, subject to any appropriate constraint. Constraints are introduced explicitly. In contrast, the electrochemical potential always carries an implicit constraint with it overall electroneutrality must be obeyed. This is a very strong constraint. You can never insert a single ion in a volume of macroscopic dimensions because that would violate electroneutrality. You can insert only an electroneutral combination of ions. [Pg.411]

FIGURE 9.3 The dependence of reinforcement degree EIE on relative fraction of crystalline phase subjecting to partial recrystallization, for HDPE in impact tests. [Pg.88]


See other pages where Subject phase is mentioned: [Pg.61]    [Pg.106]    [Pg.86]    [Pg.407]    [Pg.20]    [Pg.174]    [Pg.273]    [Pg.201]    [Pg.267]    [Pg.155]    [Pg.327]    [Pg.548]    [Pg.75]    [Pg.75]    [Pg.281]    [Pg.318]    [Pg.122]    [Pg.368]    [Pg.3]   
See also in sourсe #XX -- [ Pg.611 ]

See also in sourсe #XX -- [ Pg.611 ]




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Phase transfer processes Subject

Phase-transfer reagents Subject

Polymer phase Subject

Solid phase extraction 3601 Subject

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Subject octyl phase

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Subtractive phase Subject

Urine, solid phase extraction 3621 Subject

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