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Component terms

The problems that occur when one tries to estimate affinity in terms of component terms do not arise when perturbation methods are used with simulations in order to compute potentials of mean force or free energies for molecular transformations simulations use a simple physical force field and thereby implicitly include all component terms discussed earlier. We have used the molecular transformation approach to compute binding affinities from these first principles [14]. The basic approach had been introduced in early work, in which we studied the affinity of xenon for myoglobin [11]. The procedure was to gradually decrease the interactions between xenon atom and protein, and compute the free energy change by standard perturbation methods, cf. (10). An (issential component is to impose a restraint on the... [Pg.137]

Estimates of Component Term for Conformation Adjustment and Cratic Contribution for Binding Benzene... [Pg.139]

U is constant), since the two component terms vary in opposite directions. is a maximum at the position of the actual segment and reduces with increasing distance, whereas is a minimum at the segment but increases with increasing distance. [Pg.79]

In a general case of a mixture, no component takes preference and the standard state is that of the pure component. In solutions, however, one component, termed the solvent, is treated differently from the others, called solutes. Dilute solutions occupy a special position, as the solvent is present in a large excess. The quantities pertaining to the solvent are denoted by the subscript 0 and those of the solute by the subscript 1. For >0 and x0-+ 1, Po = Po and P — kxxx. Equation (1.1.5) is again valid for the chemical potentials of both components. The standard chemical potential of the solvent is defined in the same way as the standard chemical potential of the component of an ideal mixture, the standard state being that of the pure solvent. The standard chemical potential of the dissolved component jU is the chemical potential of that pure component in the physically unattainable state corresponding to linear extrapolation of the behaviour of this component according to Henry s law up to point xx = 1 at the temperature of the mixture T and at pressure p = kx, which is the proportionality constant of Henry s law. [Pg.16]

Extractive distillation is a method of rectification similar in purpose to azeotropic distillation. To a binary mixture which is difficult or impossible to separate by ordinary means, a third component, termed a solvent, is added which alters the relative volatility of the original constituents, thus permitting the separation. The added solvent is, however, of low volatility and is itself not appreciably vaporised in the fractionator. [Pg.619]

In the formation and growth of adion clusters, two processes are of fundamental importance (1) the arrival and adsorption of ions (atoms) at the surface, and (2) the motion of these adsorbed ions (adions, adatoms) on the surface. An adion deposited on the surface of a perfect crystal stays on the surface as an adion only temporarily since its binding energy to the crystal is small. It is not a stable entity on the surface, but it can increase its stability by the formation of clusters. The free energy of formation of a cluster of N ions, AG(N), has two components (terms) ... [Pg.113]

The calculations involved in principal components are summarized in Equation [1]. The objective was to derive a model of a data set having k samples and 4 variables in which the concentration or value of any measured value, X k could be calculated. The principal component term is the product ai where (Theta) is... [Pg.7]

In SIHCA-3B, modeling power is defined to be a measure of the importance of each variable in a principal component term of the class model (18). The modeling power has a maximum value of one (1.0) if the variable is well described by the principal components model. Variables with modeling power of less than 0.2 can be eliminated from the data without a major loss of information (18). [Pg.10]

For the PCB mixtures we analyzed (Table i), the modeling power was determined on the basis of a three component model (A=3). These data revealed that most of the 105 GC-peaks play an important role in the class model for the four Aroclors and their mixtures. The modeling power of each variable is plotted (Figure 4) for each component term along with a plot of the concentration profile of sample 9 (Table i) this sample contains 1242 1248 1254 1260 in a 1 1 1 1 ratio and the plot represents its fractional composition. [Pg.10]

Emulsions are colloidal suspensions produced by combining two liquids, and their dispersed state is usually stabilized by yet another component, termed an emulsifying agent. Foams are gaseous colloidal suspensions formed by combining two substances (of which one is typically a gas), and again the stability of a foam is aided... [Pg.156]

Of course, Marcus theory does not stop at this juncture but attempts to provide a quantitative relationship between reaction kinetics and thermodynamics. On the basis of Marcus theory the barrier to a particular reaction AG, may be described as a function of a parameter called the intrinsic barrier, AG, and the free energy of the reaction AG°. The particular relationship is presented in (112). The basic idea here is that the barrier height is composed of two contributions, a kinetic component termed the intrinsic... [Pg.184]

The multiprotein complex methane monooxygenase (MMO) serves meth-anotrophs to convert methane to methanol. It can be either soluble (sMMO) or membrane bound ( particulate , pMMO) and it typically consists of three components, a reductase (MMOR), a component termed protein B (MMOB) and a hydroxylase denoted MMOH. The nature of the metal cofactors in the latter component are reasonably well understood for sMMO as will be discussed in the non-heme iron section. For the pMMO of Methylococcus capsulatus an obligate requirement for copper was shown. As reported in reference 1 a trinuclear Cu(II) cluster was discussed128 but the number and coordination of coppers still is a matter of continuing investigation since then. [Pg.132]

Institute and Ref. Dye Test conditions Components Term Results... [Pg.160]

The representation as a two-dimensional potential energy diagram is simple for diatomic molecules. But for polyatomic molecules, vibrational motion is more complex. If the vibrations are assumed to be simple harmonic, the net vibrational motion of TV-atomic molecule can be resolved into 3TV-6 components termed normal modes of ibrations (3TV-5 for... [Pg.93]

Figure 1 represents the general structure of Salmonella lipopolysaccharides. They contain an external polysaccharide, the O-antigenic chain, and an innermost component, termed lipid A. O-chain and lipid A are linked to each other by an oligosaccharide referred to as the core. O-Specific Chains. As indicated in Figure 1, O chains are in general made up of repeating units of di-, tri-, or higher oligosaccharides. In rare cases the O-chain is a homopolysaccharide. The structure of the O-chain is unique to each bacterial serotype great diversity is encountered in the structures of O-chains. Figure 1 represents the general structure of Salmonella lipopolysaccharides. They contain an external polysaccharide, the O-antigenic chain, and an innermost component, termed lipid A. O-chain and lipid A are linked to each other by an oligosaccharide referred to as the core. O-Specific Chains. As indicated in Figure 1, O chains are in general made up of repeating units of di-, tri-, or higher oligosaccharides. In rare cases the O-chain is a homopolysaccharide. The structure of the O-chain is unique to each bacterial serotype great diversity is encountered in the structures of O-chains.
An accounting of the proportion of NR for each component terms is called the Shape Composition. It is illustrated in Table 3 for the two samples of NaCl. The first column corresponds to the received crystals, the second column corresponds to the milled salt material. [Pg.14]

It is desired to produce a model containing 14 terms, namely four linear, six two component and four three component terms. What is tire equation for this model ... [Pg.114]

Combined EPR and 57Fe Mossbauer spectroscopic studies of the MoFe protein in various overall oxidation states39 40,42,44 48,49) have provided strong evidence for the presence of six metal clusters two M centers that are the protein-bound form of the FeMo-cofactor (a novel Mo-Fe-S cluster) and four unusual tetranuclear iron clusters referred to as the P clusters. These will be discussed separately below. In addition, Mossbauer spectra of MoFe proteins from Azotobacter vinelandii, Clostridium pas-teurianum, and Klebsiella pneumoniae all show an additional component termed S39 40 42, which accounts for 6% of the total Fe present (2 Fe per molecule) and which has Mossbauer parameters (AEq = 1.35 mm/s d = 0.60 mm/s) different from those expected for likely impurities such as high-spin Fe2+ or Fe3+ ( adventitious iron). At present, it is difficult to decide whether species S is an unusual and persistent impurity or an integral part of the MoFe protein. [Pg.64]


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See also in sourсe #XX -- [ Pg.39 ]




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Formulation in terms of upper and lower components

Terms Referring to Sample Component Separation

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