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Structural relaxations

Since the development of grazing incidence x-ray diffraction, much of the convincing evidence for long-range positional order in layers has come from this technique. Structural relaxations from distorted hexagonal structure toward a relaxed array have been seen in heneicosanol [215]. Rice and co-workers combine grazing incidence x-ray diffraction with molecular dynamics simulations to understand several ordering transitions [178,215-219]. [Pg.135]

Scott T W and Friedman J M 1984 Tertiary-structure relaxation in haemoglobin—a transient Raman-study J. Am. Chem. Soc. 106 5677-87... [Pg.1176]

Taking advantage of the intrinsic physical and chemical differences of surfaces introduced by the discontinuity of the bulk enviromuent. Specifically, most solids display specific structural relaxations and reconstructions, surface... [Pg.1779]

Let us consider a simple model of a quenched-annealed system which consists of particles belonging to two species species 0 is quenched (matrix) and species 1 is annealed, i.e., the particles are allowed to equlibrate between themselves in the presence of 0 particles. We assume that the subsystem composed of 0 particles has been a usual fluid before quenching. One can characterize it either by the density or by the value of the chemical potential The interparticle interaction Woo(r) does not need to be specified for the moment. It is just assumed that the fluid with interaction woo(r) has reached an equlibrium at certain temperature Tq, and then the fluid has been quenched at this temperature without structural relaxation. Thus, the distribution of species 0 is any one from a set of equihbrium configurations corresponding to canonical or grand canonical ensemble. We denote the interactions between annealed particles by Un r), and the cross fluid-matrix interactions by Wio(r). [Pg.297]

In the perfect lattice the dominant feature of the electron distribution is the formation of the covalent, directional bond between Ti atoms produced by the electrons associated with d-orbitals. The concentration of charge between adjacent A1 atoms corresponds to p and py electrons, but these electrons are spatially more dispersed than the d-electrons between titanium atoms. Significantly, there is no indication of a localized charge build-up between adjacent Ti and A1 atoms (Fu and Yoo 1990 Woodward, et al. 1991 Song, et al. 1994). The charge densities in (110) planes are shown in Fig. 7a and b for the structures relaxed using the Finnis-Sinclair type potentials and the full-potential LMTO method, respectively. [Pg.366]

In molecular doped polymers the variance of the disorder potential that follows from a plot of In p versus T 2 is typically 0.1 eV, comprising contributions from the interaction of a charge carrier with induced as well as with permanent dipoles [64-66]. In molecules that suffer a major structural relaxation after removal or addition of an electron, the polaron contribution to the activation energy has to be taken into account in addition to the (temperature-dependent) disorder effect. In the weak-field limit it gives rise to an extra Boltzmann factor in the expression for p(T). More generally, Marcus-type rates may have to be invoked for the elementary jump process [67]. [Pg.208]

The solidity of gel electrolytes results from chain entanglements. At high temperatures they flow like liquids, but on cooling they show a small increase in the shear modulus at temperatures well above T. This is the liquid-to-rubber transition. The values of shear modulus and viscosity for rubbery solids are considerably lower than those for glass forming liquids at an equivalent structural relaxation time. The local or microscopic viscosity relaxation time of the rubbery material, which is reflected in the 7], obeys a VTF equation with a pre-exponential factor equivalent to that for small-molecule liquids. Above the liquid-to-rubber transition, the VTF equation is also obeyed but the pre-exponential term for viscosity is much larger than is typical for small-molecule liquids and is dependent on the polymer molecular weight. [Pg.513]

Exchange of counter-ions (and solvent) between the polymer and the solution in order to keep the electroneutrality in the film. In a compacted or stressed film, these kinetics are under conformational relaxation control while the structure relaxes. After the initial relaxation, the polymer swells, and conformational changes continue under counter-ion diffusion control in the gel film from the solution. [Pg.374]

The smaller cluster ions 83", 84" and 85 + have been examined by Zakrzewski and von Niessen at the HF/6-3H-G level [82]. The lowest cationic states are predicted to be 82, and A" for 83 (Cyv), 84 (I>4h) and (Cs), respectively. The ionisation processes may result in significant structural relaxation leading to the sequence of states different from that of the vertical states. The calculated lowest adiabatic ionisation energies, using the GI method with a very large ANO basis set, are 9.53, 8.05, and 8.20 eV for 83, 84 and 85 , respectively. [Pg.18]

Experimental results clearly demonstrate that catalytic reaction of dehydration of alcohols on zinc oxide proceeds via formation of radicals. Emission of hydrogen atoms from the catalyzer surface may be associated with structure relaxation of the catalyzer surface excited during the reaction [26]. [Pg.237]

Figure 2-7. Origins of the increased O2 binding energy in IPNS when the protein is included in an ONIOM model. (A) A comparison of the optimized geometries from an active-site model (silver) and an ONIOM protein model (dark grey), show that the artificial structural relaxation of the active-site model is more pronounced for the reactant state than for the product state. (B) Contributions to O2 binding from the surrounding protein, evaluated only at the MM level (Adapted from Lundberg and Morokuma [26], Reprinted with permission. Copyright 2007 American Chemical Society.)... Figure 2-7. Origins of the increased O2 binding energy in IPNS when the protein is included in an ONIOM model. (A) A comparison of the optimized geometries from an active-site model (silver) and an ONIOM protein model (dark grey), show that the artificial structural relaxation of the active-site model is more pronounced for the reactant state than for the product state. (B) Contributions to O2 binding from the surrounding protein, evaluated only at the MM level (Adapted from Lundberg and Morokuma [26], Reprinted with permission. Copyright 2007 American Chemical Society.)...
The physical origin of this structural flexibility of the FeO overlayer is still unclear, the more so since no clear trend is observable in the sequence of lattice parameters of the coincidence structures. The FeO(l 11) phase forming up to coverages of 2-3 ML is clearly stabilized by the interactions with the Pt substrate since FeO is thermodynamically metastable with respect to the higher iron oxides [106,114], FeO has the rock salt structure and the (111) plane yields a polar surface with a high surface energy [115], which requires stabilization by internal reconstruction or external compensation. The structural relaxation observed in the form of the reduced Fe—O... [Pg.171]

From a practical point of view, it is advantageous that critical gel properties depend on molecular parameters. It allows us to prepare materials near the gel point with a wide range of properties for applications such as adhesives, absorbents, vibration dampers, sealants, membranes, and others. By proper molecular design, it will be possible to tailor network structures, relaxation character, and the stiffness of gels to one s requirements. [Pg.230]

The progress achieved is closely linked to the development of both powerful detectors and brilliant X-ray sources (synchrotron radiation, rotating anode). Such point-focus equipment has replaced older slit-focus equipment (Kratky camera, Rigaku-Denki camera) in many laboratories, and the next step of instrumental progress is already discernible. With the X-ray free electron laser (XFEL) it will become possible to study very fast processes like the structure relaxation of elastomers after the removal of mechanical load. [Pg.7]

A larger protein dielectric constant of four was used by Eberini et al. [124] to fit the experimental pKa, in a case where the protein structural relaxation upon protonation was especially large. The need for a larger protein dielectric suggests a breakdown of the linear response assumption for this system. It may be preferable in such a case to simulate an additional point along the reaction pathway, such as the midpoint, rather than shifting to what is effectively a parameter-fitting approach. [Pg.453]

Importantly, another expression also exists for AArtx, (12.32). This expression makes explicit use of both the reactant and product structures, and so contains an explicit representation of the structural relaxation. The implicit (12.31) and explicit (12.32) representations of the relaxation are equivalent... [Pg.453]

Studies of ferredoxin [152] and a photosynthetic reaction center [151] have analyzed further the protein s dielectric response to electron transfer, and the protein s role in reducing the reorganization free energy so as to accelerate electron transfer [152], Different force fields were compared, including a polarizable and a non-polarizable force field [151]. One very recent study considered the effect of point mutations on the redox potential of the protein azurin [56]. Structural relaxation along the simulated reaction pathway was analyzed in detail. Similar to the Cyt c study above, several slow relaxation channels were found, which limited the ability to obtain very precise free energy estimates. Only semiquantitative values were... [Pg.483]

The next step was to perform a structural relaxation and to compute the CO stretch frequency for each of the chosen protein conformations. Tabelle 3.3 summarizes the results obtained for the main structural data defining the Fe-ligand bonds. As expected,... [Pg.101]


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Amorphous irreversible structural relaxation

Amorphous relaxed structure

Amorphous structural relaxation

Amorphous structural relaxation process

Catalytic properties structural relaxation

Creep compliance structural-relaxation times

Crystal structures relaxation program

Debye relaxation fractal structures

Dispersion mechanisms structural relaxation properties

Dispersion mechanisms structural relaxation time

Dynamic mechanical relaxation structure

Elastic modulus structural relaxation model

Entropy theory structural relaxation times

Fractal structures dielectric relaxation

Fractal structures non-Debye relaxation

Glasses structural relaxation rates

Glassy system dynamics structural relaxation times

Hemoglobin relaxed structure

Kinetic models of structural relaxations in metallic glasses

Kinetics of structural relaxation and equilibrium

Kinetics of structure relaxation

Maxwell model structural relaxation

Molecular dynamics structural relaxation-dispersion

Network Structure Analysis by Means of NMR Transverse Magnetisation Relaxation

Network structure relaxation

Orientational order molecular structure relaxation

Physical ageing structural relaxation

Protein structure relaxation

Relaxation dynamics structural glasses

Relaxation fractal structures

Relaxation matrix model structure

Relaxation network structure analysis

Relaxation of Irregular Structure Elements

Relaxation structure, 13 structural changes

Relaxation time structural

Relaxation times dendrimer structures

Relaxation transitions chemical structure

Slowly relaxing local structure model

Slowly relaxing local structure model SRLS)

Structural Relaxation Coefficient

Structural Relaxation and Physical Aging

Structural Relaxation in Relation to Fragility and Mean Coordination

Structural a-Relaxation Dynamic Structure Factor

Structural relaxation and fragility

Structural relaxation enthalpy

Structural relaxation hysteresis

Structural relaxation in polymers above

Structural relaxation length scale

Structural relaxation mechanism

Structural relaxation model

Structural relaxation time aging phenomena

Structural relaxation time basic principles

Structural relaxation time basic properties

Structural relaxation time correspondence

Structural relaxation time coupling model

Structural relaxation time dispersion correlation with

Structural relaxation time glass transition temperature

Structural relaxation time many-molecule dynamics

Structural relaxation time molecular glass-forming liquids, temperature

Structural relaxation time molecular mobility dependences

Structural relaxation time pressure combinations

Structural relaxation time pressure dependence

Structural relaxation times, polymer glass

Structural relaxation, mode coupling theory

Structural relaxation, mode coupling theory dependence

Structural relaxations computational model

Structural relaxations distributed character

Structural-relaxation time definition

Structural-relaxation time universal dependence

Structure analysis methods relaxation time

Structure determination relaxation matrix derived distance

Structure spin-lattice relaxation

Surface Crystal Structure, Reconstruction, and Relaxation

Temperature structural relaxation time

Tg Defined by the Structural Relaxation Time ts 1,000 sec

Theoretical Description of Ultrafast Structural Relaxation

Transition structure relaxation methods

Transverse Relaxation in Canted Spin Structures

Ultrafast Structural Relaxation

Viscoelastic spectrum structural-relaxation times

Vitrification of liquids structural relaxation-dispersion

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