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Systems as a function

Figure A2.2.1. Heat capacity of a two-state system as a function of the dimensionless temperature, lc T/([iH). From the partition fimction, one also finds the Helmholtz free energy as... Figure A2.2.1. Heat capacity of a two-state system as a function of the dimensionless temperature, lc T/([iH). From the partition fimction, one also finds the Helmholtz free energy as...
Figure C2.3.8. Self-diffusion coefficients at 45°C for AOT ( ), water ( ) and decane ( ) in ternary AOT, brine (0.6% aqueous NaCl) and decane microemulsion system as a function of composition, a. This compositional parameter, a, is tire weight fraction of decane relative to decane and brine. Reproduced by pennission from figure 3 of [46]. Figure C2.3.8. Self-diffusion coefficients at 45°C for AOT ( ), water ( ) and decane ( ) in ternary AOT, brine (0.6% aqueous NaCl) and decane microemulsion system as a function of composition, a. This compositional parameter, a, is tire weight fraction of decane relative to decane and brine. Reproduced by pennission from figure 3 of [46].
Figure 10, The mixing angle P, for the H2D system, as a function of hyperspherical angle... Figure 10, The mixing angle P, for the H2D system, as a function of hyperspherical angle...
Fig. 16. Maximum achievable signal-to-noise ratio (SNR) on read-out of different writable optical data storage systems as a function of the writing energy (laser power) (121). SQS = Organic dye system (WORM) PC = phase change system (TeSeSb) MO = magnetooptical system (GbTbFe). See text. Fig. 16. Maximum achievable signal-to-noise ratio (SNR) on read-out of different writable optical data storage systems as a function of the writing energy (laser power) (121). SQS = Organic dye system (WORM) PC = phase change system (TeSeSb) MO = magnetooptical system (GbTbFe). See text.
Fig. 16. Applications of fiber-optic communication systems as a function of length between repeater stations and system bandwidth. AppHcations to the... Fig. 16. Applications of fiber-optic communication systems as a function of length between repeater stations and system bandwidth. AppHcations to the...
While successbil and economical system designs can be devised by experienced process engineers, the competent technical aid available from equipment supphers has led to a growing trend toward the purchase of complete systems, even on small jobs, rather than iu-plaut assembly from components on the basis of in-house designs. An idea of the change in capital investment for typical pneumatic-conveyor systems as a function of increasing transfer rates is given in Table 21-12. [Pg.1928]

We need to have a good estimate of the energy of the system as a function of the positions and momenta of all atoms in the system [13,14]. [Pg.204]

Once the model of a ligand-receptor complex is built, its stability should be evaluated. Simple molecular mechanics optimization of the putative ligand-receptor complex leads only to the identification of the closest local minimum. However, molecular mechanics optimization of molecules lacks two crucial properties of real molecular systems temperature and, consequently, motion. Molecular dynamics studies the time-dependent evolution of coordinates of complex multimolecular systems as a function of inter- and intramolecular interactions (see Chapter 3). Because simulations are usually performed at nonnal temperature (—300 K), relatively low energy barriers, on the order of kT (0.6 kcal), can... [Pg.361]

It is convenient to consider the operability of a system as a function of its components /=/(C, c .c i). If a components operability is identified as 1 for operating and 0 for failed, the status of the components at any time may be represented by a system state vector =(1,1,1, 0, 0) meaning that components 1, 2, and 3 are operating and components 4 and 5 have failed. Requirements for system operability may be represented by a matrix 101 that has Is where components are required and Os where they are non-essential the result is ( ) = lOlilt, where the rules... [Pg.35]

PAN in [HMIM][PFg]/aqueous systems as a function of aqueous phase pH. From reference [8]. [Pg.74]

Dose-response curves depict the response to an agonist in a cellular or subcellular system as a function of the agonist concentration. Specifically, they plot response as a function of the logarithm of the concentration. They can be defined completely by three parameters namely, location along the concentration axis, slope, and maximal asymptote... [Pg.14]

In the general case the dispersion viscosity (i.e. a filled system) as a function of concentration r (cp) can be presented as a power series ... [Pg.82]

Fig. 16. Example of a A s.p. = f(t) relation, manifesting surface potential changes in a nickel-hydrogen system as a function of time and amount of hydrogen introduced onto a surface of a nickel film deposited at liquid nitrogen temperature hydrogen-nickel film interactions were studied by Tompkins-Eberhagen static condenser method at liquid nitrogen temperature. After Dus (60). Each dose of H2 — 2.5 X 10 molecules. Fig. 16. Example of a A s.p. = f(t) relation, manifesting surface potential changes in a nickel-hydrogen system as a function of time and amount of hydrogen introduced onto a surface of a nickel film deposited at liquid nitrogen temperature hydrogen-nickel film interactions were studied by Tompkins-Eberhagen static condenser method at liquid nitrogen temperature. After Dus (60). Each dose of H2 — 2.5 X 10 molecules.
Simultaneous solution of these equilibrium relations (coupled with the conservation equations x+ x-f = 1 and x/ + x/ = 1) gives the coexistence curve for the two-phase system as a function of pressure. [Pg.187]

Figure 5.3 shows V and V2 for the (benzene + cyclohexane) system as a function of mole fraction, obtained in this manner.3 Shown on the graph are Fm, i and F, 2, the partial molar volumes (which are the molar volumes) of the pure benzene and pure cyclohexane. The opposite ends of the curves gives Vf and Vf, the partial molar volumes in an infinitely dilute solution. We note that... [Pg.221]

BrCl(g), K = 0.2. Construct a plot of the Gibbs free energy of this system as a function of partial pressure of BrCl as the reaction approaches equilibrium. [Pg.513]

Table 4 shows the molecular weights of PIB s prepared using the f-BuCl/ Et2AlCl/MeCl/n-pentane system as a function of [M] and temperature. Figure 5 shows GPC traces of PIB prepared at —60 °C. [Pg.121]

The equations have been formulated and solved numerically. Temperature profiles throughout the system as a function of time are shown in Figure 6. seen that centerline temperature... [Pg.152]

A thorough insight into the comparative photoelectrochemical-photocorrosion behavior of CdX crystals has been motivated by the study of an unusual phenomenon consisting of oscillation of photocurrent with a period of about 1 Hz, which was observed at an n-type CdTe semiconductor electrode in a cesium sulfide solution [83], The oscillating behavior lasted for about 2 h and could be explained by the existence of a Te layer of variable width. The dependence of the oscillation features on potential, temperature, and light intensity was reported. Most striking was the non-linear behavior of the system as a function of light intensity. A comparison of CdTe to other related systems (CdS, CdSe) and solution compositions was performed. [Pg.229]

FIG. 1 Partial phase diagram of brine, decane, and AOT system as a function of temperature (T) and decane-to-brine weight fraction (a). The brine is aqueous 0.6% (w/w) NaCl the AOT composition is constant at 12% (w/w). The double-ended arrow depicts the isothermal composition range examined in this study at 45°C. The lamellar (L ), and two-phase regions (2,2) are described in the text. (Adapted from Fig. 5 of Ref. 20.)... [Pg.253]

Fig. 16. Potential energy contours for the H + D2O system as a function of the OH and one OD bond length. In each panel, the energy has been minimized with respect to the remaining degrees-of-freedom in the vicinity of the minimum energy paths. In (a) the saddle point for the abstraction reaction, and in (b) the shallow < >, minimum for the exchange reaction are marked with X. Fig. 16. Potential energy contours for the H + D2O system as a function of the OH and one OD bond length. In each panel, the energy has been minimized with respect to the remaining degrees-of-freedom in the vicinity of the minimum energy paths. In (a) the saddle point for the abstraction reaction, and in (b) the shallow < >, minimum for the exchange reaction are marked with X.
Schnepp and Lev/421 have studied the fluorescence quantum yield of the following system as a function of the wavelength of the exciting light ... [Pg.448]

Figure 19 Curvilinear appearance kinetics for [14C]testosterone across Caco-2 cell monolayers in the Transwell system as a function of stirring (rotary platform shaker) rate. Unlabeled testosterone was added at 0.1 mM to saturate metabolism as confirmed by high performance liquid chromatography (Buur and Mprk, 1992). Figure 19 Curvilinear appearance kinetics for [14C]testosterone across Caco-2 cell monolayers in the Transwell system as a function of stirring (rotary platform shaker) rate. Unlabeled testosterone was added at 0.1 mM to saturate metabolism as confirmed by high performance liquid chromatography (Buur and Mprk, 1992).
Table 12 Effective Permeability Coefficients and Thicknesses of the Aqueous Boundary Layer of the Caco-2 Cell Monolayer/ Transwell System as a Function of Stirring by Planar Rotating Shaker3... Table 12 Effective Permeability Coefficients and Thicknesses of the Aqueous Boundary Layer of the Caco-2 Cell Monolayer/ Transwell System as a Function of Stirring by Planar Rotating Shaker3...
Table III Interfacial tension data for the Athabasca bitumen/D20 and Enordet C1618 (2 g/L) system as a function of NaCI concentration and temperature... Table III Interfacial tension data for the Athabasca bitumen/D20 and Enordet C1618 (2 g/L) system as a function of NaCI concentration and temperature...
Figure 6 Interfacial tensions for Athabasca, Cold Lake and Peace River bitumen/DJ) systems as a function of temperature and NaCI (0 and 10 g/L) concentration. Figure 6 Interfacial tensions for Athabasca, Cold Lake and Peace River bitumen/DJ) systems as a function of temperature and NaCI (0 and 10 g/L) concentration.

See other pages where Systems as a function is mentioned: [Pg.338]    [Pg.183]    [Pg.519]    [Pg.310]    [Pg.166]    [Pg.412]    [Pg.260]    [Pg.7]    [Pg.78]    [Pg.1116]    [Pg.1273]    [Pg.1009]    [Pg.182]    [Pg.82]    [Pg.1009]    [Pg.440]    [Pg.208]    [Pg.13]    [Pg.61]    [Pg.61]    [Pg.462]    [Pg.118]    [Pg.109]    [Pg.110]   
See also in sourсe #XX -- [ Pg.120 ]




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