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Free interaction

Sauer M., Brecht A., Charisse K., Stemmier I., Gauglitz G. and Bayer E., Interaction of Chemically Modified Antisense Oligonucleotides with Sense DNA A Label-Free Interaction Study with Reflectometric Interference Spectroscopy, Anal Chem 1999 71 2850. [Pg.237]

Conceptualizations, once arrived at, interact to produce new conceptualizations, new technology, from which, once more, new concepts and new needs may emerge. Television, for instance, derives as a concept from motion pictures and radio and, even though it was introduced only a comparatively short time ago, has rapidly become a central part of homes at all levels of society in our culture. Watching television has tended to produce a more uniform culture through greater exposure to common stimuli, has reduced the amount of time available for free interaction by members of any particular household, and has resulted in the creation of such implements as "TV trays" and "TV dinners" to accommodate the need for more time around the television set. Automobiles have made possible the movement to the suburbs, the virtual end of public transportation in many parts of our country, and a resultant increased dependency on private means of transportation. In its turn, this has produced a more mobile population, a proliferation of roads, a tendency to think of distance in terms of units of time, the destruction of the countryside, and an increased need to deal with air pollution. [Pg.1]

Although further studies are needed for a complete understanding of the electrode processes for the formation of the ZnO/dye hybrid structure, it is built up as consequence of free interaction of the constituent molecules and ions as seen in our studies. The use of a solution is essential for such processes. The present technique has widened the horizons for obtaining inorganic/organic hybrid materials. Further studies are expected to achieve the synthesis of various new materials with new and useful properties. [Pg.59]

The Gibbs free interaction energy per unit area is... [Pg.99]

In order to calculate the Gibbs free interaction energy per unit area we still have to integrate ... [Pg.102]

Figure 6.11 Gibbs free interaction energy (in units of ki>T) versus distance for two identical spherical particles of R = 100 nm radius in water, containing different concentrations of monovalent salt. The calculation is based on DLVO theory using Eqs. (6.57) and (6.32). The Hamaker constant was Ah = 7 x 10 21 J, the surface potential was set to )/>o = 30 mV. The insert shows the weak attractive interaction (secondary energy minimum) at very large distances. Figure 6.11 Gibbs free interaction energy (in units of ki>T) versus distance for two identical spherical particles of R = 100 nm radius in water, containing different concentrations of monovalent salt. The calculation is based on DLVO theory using Eqs. (6.57) and (6.32). The Hamaker constant was Ah = 7 x 10 21 J, the surface potential was set to )/>o = 30 mV. The insert shows the weak attractive interaction (secondary energy minimum) at very large distances.
Several conditions have to be fulfilled to make interference of metals with enzymes possible in-vivo the metal should be accumulated (1) in an active form (permitting free interactions with the enzyme) and (2) at an inhibitory concentration in the same cellular compartment where the enzyme is present (3) the affinity of the metal for the SH-group should be high, when interaction with this ligand is the mechanism of action and (4) the metal concentration should be comparable to that of the active metal when enzyme inhibition is due to substitution or competition for the same binding site. [Pg.160]

In what follows, the direct calculation of the free interaction energy by adding the energetic and entropic contributions (Eq. (7)) will be employed. [Pg.427]

We will assume, as before,23 that the free energy of the surface layer formed by the surface dipoles and the water molecules between them is independent of the distance between the two plates. Consequently, the free interaction energy, per unit area, of two planar plates separated by a distance D = 2d is composed of a chemical term Frh, an entropic term due to the mobile counterions, and a term due to the electrostatic fields 23... [Pg.528]

Table 12-1. Interaction enthalpies and Gibbs free interaction energies for gas phase and liquid phases using the BLYP/SVP+sp approach. Energies are in kcal/mol... Table 12-1. Interaction enthalpies and Gibbs free interaction energies for gas phase and liquid phases using the BLYP/SVP+sp approach. Energies are in kcal/mol...
The many disjointed mixing and centrifugation steps of traditional LLE can be eliminated by performing LLE in a flowthrough column filled with inert diatomaceous earth particles. This technique is referred to as solid-supported LLE (SS-LLE). The high surface area of the diatomaceous earth particle facilitates efficient, emulsion-free interactions between the aqueous sample and the organic solvent. Essentially, the diatomaceous earth with its treated aqueous phase behaves as the aqueous phase of a traditional LLE, yet it has the characteristics of a solid support. [Pg.486]

Quantitative Label-Free Interaction Profiling Systems... [Pg.22]

Fig. 5.5 for an example) and for relating certain crucial features of the experimentally well-known oscillatory behavior of HitVi 2,Vj (Lagerqvist and Miescher, 1958, Fig. 16) to Ec, Re, (dV2/dR) R=Rc, and a,2 - Rc or 62 - Rc, where V2 is the unknown potential. However, the semiclassical approach has not been widely applied to bound bound interactions, its major use having been bound free interactions (Section 7.6). [Pg.285]

This discussion follows the goals listed previously. First, we describe how foam is configured within porous media, and how this configuration controls foam transport. Next, we review briefly pertinent foam generation and coalescence mechanisms. Finally, we incorporate pore-level microstructure and texture-controlling mechanisms into a population-balance to model foam flow in porous media consistent with current reservoir-simulation practice (10). Attention is focused on completely water-wet media that are oil free. Interaction of foam with oil is deferred to Chapter 4. [Pg.122]

Two features of the company are especially noteworthy in the present context its lattice organisation and its culture principles. The term lattice organisation describes a comparatively loose organisational structure that is not strictly hierarchical in the sense of conventional corporate practice [27]. The basic idea is that each employee ( associate ) and the team to which they belong can interact with every other employee and team, and the total number of employees at a given plant is kept to about 200 so as to maintain a dynamic of free interaction. Bill Gore described the rationale in the following way ... [Pg.135]

Surface plasmon resonance (SPR) allows monitoring label-free interactions between biomolecules in real time. In SPR measurements, one of the biomolecules is immobilized on a sensor surface and the other one is transported in solution across the surface. Binding of the second biomolecule will cause an increase in mass and a proportional increase in refractive index that can be monitored. Gold surfaces are the most commonly used ones and they can be modified or functionalized for the specific binding of particular molecules. For example, biotinylated surfaces enable the immobilization of streptavidin-labeled proteins, and surfaces modified with lipophilic groups allow the immobilization of vesicles creating membrane-like structures to study protein association and dissociation with membranes. [Pg.113]

Assuming the chain to be free (interaction-free), define the mean value... [Pg.520]

M. Sauer el al. "Interaction of Chemically Modified Anli,sense Oligonucleotides wiih Sense DNA A Label-Free Interaction Study with Refleclomelric Interference Spectroscopy. Analytical Chemistr - 71 (1999)2850- 2857. [Pg.462]

It may be of some interest to check whether the BSSE-free interaction operator of Eq. (15.27) could be used to solve this problem. This project was carried out in our laboratory (Surjan et al. 1985b, Surjan Poirier 1986). To utilize the full power of this interaction operator, we did not turn to a Lowdin basis, but applied a non-Hermitian perturbation theory similar to the former work by Kochanski and Gouyet (1975). [Pg.134]

A unique set of coefficients is required for both binary methane and methane-free interactions. [Pg.176]


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See also in sourсe #XX -- [ Pg.29 ]




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Amino interactions with free

Binding free energy protein-ligand interactions

Contact interactions free energy isotherms

Contact interactions free-disperse systems

Drug-receptor interactions free energy

Electrostatic interaction salt-free medium

Electrostatic interactions free energy

Electrostatic interactions free energy calculations

Electrostatic interactions solvation free energy calculations

Evolution and Interfacial Interactions in Lead-Free Solder Interconnects

Excess free energy interaction parameter

Free energy distribution between interaction

Free energy interaction

Free energy interaction matrix

Free energy intramolecular interaction

Free energy of double layer interaction

Free energy of interaction

Free energy of interaction with

Free energy total-interaction, electrostatic

Free interaction terms

Free ions, polyelectrolyte-counterion interactions

Free ligand-protein interaction

Free particle charge-dipole interaction

Free radical intramolecular interactions

Free radicals magnetic interactions

Free-disperse systems dispersion interactions

Free-ion interactions

Gibbs free energy of interaction

Gibbs free energy, interactions

Hydrophobic interaction, free energy

Interaction between free Trp in solution and TNS

Interaction free energy between two

Interaction potentials free energy

Interaction-free Hamiltonian

Interactions and the Stability of Free-Disperse Systems

Interactions with Free Amino Acids

Lead-free solder interconnects interfacial interactions

Planar double layers, interaction free

Planar double layers, interaction free energy

Recoil-free Nuclear 19.5. Hyperfine Interactions

Self-interaction-free condition

Self-interaction-free functionals

Spatial-Energy Interactions of Free Radicals

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