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Mixing, energy

B1.3.2.4 TIME EVOLUTION OF THE THIRD ORDER POLARIZATION BY WAVE MIXING ENERGY LEVEL (WMEL) DIAGRAMS. THE RAMAN SPECTROSCOPIES CLASSIFIED... [Pg.1186]

High Shear High shear impellers take a variety of proprietary forms and are used primarily for producing emulsions. Their design maximizes the portion of the mixing energy dissipation which is classified as shear. High shear impellers are available for both tank and inline applications. [Pg.456]

The quantity v(c) and the disordered-alloy formation energy (mixing energy)... [Pg.40]

Fig. 1. The mixing energies agree rather well with the results of Pasturel et al. and those of Abrikosov et al. . The pair interaction i> (c) is In a very good agreement with the locally relaxed quantity given by Carlsson, and also it is rather similar to the effective pair interaction found by Pasturel et al., although it is smaller approximately by a factor 0.7. The pair interaction u (c) differs from the corresponding quantity reported by Abrikosov et al. , which can be probably attributed to different computational schemes, as we assume neutral spheres, while Abrikosov et al. suppose equal sphere radii. The pair interaction (c) closely follows u (c) for Ni-rich alloys and v (c) for Al-rich alloys, at intermediate concentrations all three quantities... Fig. 1. The mixing energies agree rather well with the results of Pasturel et al. and those of Abrikosov et al. . The pair interaction i> (c) is In a very good agreement with the locally relaxed quantity given by Carlsson, and also it is rather similar to the effective pair interaction found by Pasturel et al., although it is smaller approximately by a factor 0.7. The pair interaction u (c) differs from the corresponding quantity reported by Abrikosov et al. , which can be probably attributed to different computational schemes, as we assume neutral spheres, while Abrikosov et al. suppose equal sphere radii. The pair interaction (c) closely follows u (c) for Ni-rich alloys and v (c) for Al-rich alloys, at intermediate concentrations all three quantities...
Water content and viscosity measurements in certain systems show a correlation to emulsion stability [597]. The viscosity provides a more reliable measure of emulsion stability, but measurements of the water content are more convenient. Mixing time, agent amount, settling time, and mixing energy impact the effectiveness of an emulsifier. [Pg.328]

Solar energy may have a partin the mixed energy system of the future. The extent of its penetration will depend largely upon economic considerations. It is difficult to determine finally what these economic parameters will be without practical experience on a substantial scale at present parameters appear to be... [Pg.27]

One practical example of demixing that might be attributed to a difference in crystallizability is the incompatibility in blends of polymers with different stereochemical compositions. The stereochemical isomers contain both chemical and geometrical similarities, but differ in the tendency of close packing. In this case, both the mixing energy B and the additional mixing entropy due to structural asymmetry between two kinds of monomers are small. However, the stereochemical differences between two polymers will result in a difference in the value of Ep. Under this consideration, most experimental observations on the compatibility of polymer blends with different stereochemical compositions [89-99] are tractable. For more details, we refer the reader to Ref. [86]. [Pg.17]

For the calculation of AhP we must count contacts within the surface layer, and between the surface layer and the neighbouring layer (which has bulk composition). This calculation is simplified very much if we assume that at the critical point the surface is almost saturated with displacer (i.e. g 1), since not only the polymer, but also the still more weakly adsorbing solvent will have been almost completely displaced. Before exchange, we have a displacer molecule at the surface, and a segment in the solution, giving contributions to the mixing energy h = X Jx 0 and ... [Pg.56]

From equation (7) is also clear that the volume of the reactor V has only an effect on the ozone loss with the effluent. An increase in reactor volume results in an increase in residence time 6 and therefore in a decrease of the ozone loss. This means that large reactors are favourable. Also with respect to ozone supply a large reactor has advantages. However it has to be noted that large reactors require more mixing energy and are also more expensive. [Pg.260]

M. Nedic, T. N. Wassermann, Z. Xue, P. Zielke, M. A. Suhm, Raman spectroscopic evidence for the most stable water/ethanol dimer and for the negative mixing energy in cold water/ethanol trimers. Phys. Chem. Chem. Phys. 10, 5953 5956 (2008). [Pg.54]


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Amorphous mixing energies

Calculation of Mixing Heat and Free Energy

Calculation of mixing energy

Change of Gibbs energy on mixing

Energy Mix of the Future

Energy Transitions and Mixed States

Energy dependence of ion mixing

Energy dissipation viscous mixing

Energy mix

Energy mixed-pair interaction

Energy of binary mixing

Energy of mixing

Energy release mixed

Excess Gibbs free energy of mixing

Exothermic mixing process, energy release

Flory-Huggins free energy of mixing

Free energy and enthalpy of mixing

Free energy mixed-potential theory

Free energy mixing, surface phase

Free energy of mixing

Free energy of mixing per unit

Free-energy-matching mixing rules

Gibbs Energy of Mixing for Polyelectrolytes

Gibbs energy and entropy of mixing

Gibbs energy change of mixing

Gibbs energy excess mixing

Gibbs energy of mixing for an athermic solution

Gibbs free energy change on mixing

Gibbs free energy mixed complexes

Gibbs free energy of mixing

Gibb’s free energy of mixing

Helmholtz energy of mixing

Helmholtz free energy of mixing

High-energy mixing

Internal energy of mixing

Mixed-valence compounds localization, excitation energy

Mixing Gibbs energy

Mixing Gibbs energy change

Mixing Gibbs free energy

Mixing Helmholtz energy change

Mixing Rules from Models for Excess Gibbs Energy

Mixing energy balance

Mixing energy dissipation

Mixing energy efficiency

Mixing energy-based control

Mixing excess free energy, binary

Mixing free energy

Mixing process Gibbs-energy change

Mixing turbulent kinetic energy

Mixing, energy differential

Mixing, energy enthalpy

Mixing, energy entropy

Mixing, energy functions

Mixing, energy partial molar

Mixing, energy volume

Mixing, enthalpy Gibbs energy

Mixing, enthalpy excess Gibbs free energy

Mixing, entropy, gases free energy

Mixing, partial free energy

Molar Gibbs free energy of mixing

Molar free energy of mixing

Partial molar free energy of mixing

Phase Boundaries and Gibbs Free Energy of Mixing

Photon energy, four-wave mixing

Potential energy curves mixed valence complexes

The Energy Aspects of Mixing Rubber

The Heat and Free Energy of Mixing

The free energy of mixing

Theory and Experiment of Singlet Excitation Energy Transfer in Mixed Molecular Crystals

Thermodynamics free energy of mixing

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