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States of solution

Standard States of Solutes in Solution For a solute, particularly in situations where only dilute solutions can or will be considered, the usual procedure is to define the standard state in terms of a hypothetical solution that follows Henry s law at either a concentration of. y2 =1 or mi = 1. These standard states are known as Henry s law standard states. The standard state solutions are said to be hypothetical because real solutions at these high concentrations do not follow Henry s law. [Pg.290]

Graessley showed [40] that for a complete description of polymer fluids over the whole concentration range, i.e. from volume fraction [>—>0 to < )=1, in a thermodynamically good solvent, five distinct states of solution must be taken into account. These five states of solution are ... [Pg.11]

In a 0-solvent no semi-dilute network solution occurs, as free interpenetrability is present with overlapping. Figure 3 reproduces the individual states of solution with respect to the molar mass and the concentration [22]. [Pg.11]

Fig. 3. Specific states of solution of narrowly distributed polystyrene in toluene as a function of the molar mass and the polymer concentration [19,40]... Fig. 3. Specific states of solution of narrowly distributed polystyrene in toluene as a function of the molar mass and the polymer concentration [19,40]...
Using the statements formulated above it is now possible to determine the relaxation time for every state of solution. [Pg.28]

In alkanes, excited states are produced (not exclusively) by ion neutralization. Singlet states are also produced, but exact pathways are debatable. In alkane solutions, excited states of solutes, produced by ion neutralization, are mainly triplets, but some singlets are also formed with biphenyl as a solute. Mechanisms of formation and decay of triplet states have been treated in detail... [Pg.111]

As observed above, the solid state differs from the liquid state of solutions, under the usual experimental conditions, but some new ideas for an approach to hydrogen bonding originate from crystal analysis28. An example of this is offered by the fact that the hydrogen bonds observed in crystal structures are rarely linear. Bifurcated bonds (5,... [Pg.427]

Information on the speciation states of solutes and their equilibria with condensed phases furnished by Eh-pH diagrams is often simply qualitative and should be used only in the initial stages of investigations. The chemical complexity of natural aqueous solutions and the persistent metastability and redox disequilibrium induced by organic activity are often obstacles to rigorous interpretation of aqueous equilibria. [Pg.556]

In order to obtain a higher effectiveness of drag reduction, it was therefore more convenient to produce the actual experimental solution from the more diluted stock solution. This is already an indication that the state of solution of macromolecules plays an important role in the interpretation of the results. However, a molecular weight of 10.1 106 g/mol and a concentration of 1000 ppm is just below the critical concentration c (this c is based on viscometric measurements) (Kulicke 1982). Above this critical concentration, mechanical entanglements ensure between the macromolecules. Beneath this limit, interactions between the molecules come into... [Pg.136]

A satisfactory description of the state of solution is therefore only obtained in the case of a thermodynamically good solvent by taking five distinct states of solution into consideration, namely ideally-dilute particle solutions, semi-dilute particle solutions, semi-dilute network solution, concentrated particle solution, and concentrated network solution (Fig. 27). [Pg.143]

Fig. 27. States of solution as a function of the polymer concentration and molecular weight for a thermodynamically good solvent... Fig. 27. States of solution as a function of the polymer concentration and molecular weight for a thermodynamically good solvent...
The results received so far support the view that the state of solutions of the individual macromolecules must be discussed very exactly with regard to this polymer-induced turbulent flow phenomenon. Among the essential factors which must be taken into consideration are the chemical nature of the polymeric flow enhancer as well as all parameters which affect the solvation characteristics and chain mobility. [Pg.148]

Fig. 35. Schematic picture of the state of solution of a non-sheared solution, a disentangled solution at the critical shear rate and a degraded sample... Fig. 35. Schematic picture of the state of solution of a non-sheared solution, a disentangled solution at the critical shear rate and a degraded sample...
Obviously, this approach does not only take into consideration the influence of the molecular weight and concentration, but also the contribution of the solvent power on the state of solution. With these shear stability criteria, it is therefore possible to make ad hoc predictions on the basis of the data of the single chain, which can be taken from handbooks in many cases. In addition, it should be noted that theoretical forecasts fit the experimental data very satisfactorily (Kulicke, Kniewske 1986). [Pg.151]

The effectiveness of a polymeric flow enhancer is influenced decisively by the state of solution and the solvation characteristics. In the case of polyelectrolytes, in particular, the chemical nature plays a significant role, e.g., it was found for poly(acrylamide)-coacrylate that a significant increase in effectiveness arises with the increasing number of ionic groups. It is therefore necessary to consider, for example, such factors as the question of critical concentration, polymer-polymer and polymer-solvent interactions, the thermodynamic quality of the solvent, the proportion of ionic molecular groups and their behavior in the presence of lower-molecular-weight charge carriers. [Pg.155]

Kulicke W-M, Kehler H, Bouldin M A consideration of the state of solution in the molecular modeling of the zero-shear viscosity for polymeric liquids Colloid Polym Sci (submitted)... [Pg.162]

Here C is the concentration of component i in grams per liter, and t/ is the activity coefficient of component i on this concentration scale. The quantity m° is the standard state chemical potential of component i and is a function of temperature only. The standard state of solute component i is chosen so that In t/ — 1 as c, — 0. In Equation 4, R is the universal gas constant, 8.314 X 107 ergs/(deg mole), and T is the absolute temperature. The quantity In t/ is a function of the concentration of all q solutes thus... [Pg.243]

Apart from its own susceptibility to oxidation or reduction, a solvent can affect redox equilibria by modifying the relative stabilities of oxidation states of solutes. Thus Cu+ is unstable in aqueous solution to disproportionation (Section 5.4) but it is quite stable in acetonitrile. This arises from the relative magnitudes of the solvation energies and entropies of Cu+ and Cu2+ in the different solvents. In ammonia, cobalt(III) is much more stable relative to cobalt(II) than in water. The... [Pg.334]

Cavatur and Suryanarayanan [1.164] have developed a low-temperature X-ray powder diffractometer (XRD) technique to study the solid states of solutes in frozen aqueous solutions. In frozen naftillin sodium solution (22% w/w), no eutectic crystallization was observed. Annealing at -4°C caused solute crystallization, which increased with annealing time. Two other products studied showed that XRD provides information about the degree of crystallinity without the interference of other events. [Pg.74]

Next, consider the vaporisation of A not in the pure state, but in the state of solution. [Pg.68]

Gj -G° is the change in molar free energy of / due to the change in state from the standard state to the state of solution of a particular composition. This is called the partial molar free energy of mixing or relative partial molar free energy of i and is designated... [Pg.78]

What information do you gather regarding the molecular state of solute in chloroform ... [Pg.164]

The surface force apparatus is now being used routinely to study the equation of state of solutions confined between opposed, molecularly thin solid films. The apparatus is also used in one laboratory to study electrochemistry of thin films at electrodes a few nanometers thick and in a few other laboratories to study the behavior of molecularly thin films subjected to shear and flow [7]. [Pg.172]

For a solute in solution. For a solute in a liquid or solid solution the standard state is referenced to the ideal dilute behaviour of the solute. It is the (hypothetical) state of solute B at the standard molality m, standard pressure and exhibiting infinitely diluted solution behaviour. The standard chemical potential is defined as... [Pg.53]

To the use of powders, however finely mechanically divided, I think there are some objections particularly I doubt whether they could enter the minute vesicles of the lungs, but if such substances can be chemically divided and obtained in the state of solution in air of some congenial species, they might have their full effect.128... [Pg.117]

This air carries with it a large quantity of the flowers of zinc in suspension, which it deposits by standing at rest it probably also contains another quantity in a state of solution, which seems to form apart of its substance, and on which some of its virtues may depend.130... [Pg.117]

Whilst here Watt treats inflammable air, properly so called and charcoal in a state of solution as different, he elsewhere speculates that light inflammable air ( hydrogene ) is in fact a solution of charcoal in water. [Pg.204]


See other pages where States of solution is mentioned: [Pg.2604]    [Pg.908]    [Pg.119]    [Pg.68]    [Pg.92]    [Pg.10]    [Pg.187]    [Pg.181]    [Pg.268]    [Pg.398]    [Pg.974]    [Pg.710]    [Pg.710]    [Pg.171]    [Pg.184]    [Pg.482]    [Pg.285]    [Pg.118]    [Pg.114]   
See also in sourсe #XX -- [ Pg.39 , Pg.46 ]




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Characterization of Inclusion Complexation in Solution State

Diagrams representing possible states of a polymer solution

Discrete-time solution of the state vector differential equation

Incoherent neutron scattering studies of proton conductors from the anhydrous solid state to aqueous solutions

Parameters for Characterization of Heterogeneous Systems Available From Solution and Solid-state NMR

Physical States of Solutions

Properties of block copolymers phase separation in solution and at solid state

Reference states of the solute

Solution density-of-states functions

Solution of the Steady-State Equations

Solution of the Steady-State PFR

Solution of the state vector differential equation

Solution state

Solution-state NMR determination of polymer end-groups, substituents and minor structures

Solution-state NMR studies of chain scission

Solution-state NMR studies of cross-linking

Solutions of the Steady-State Atmospheric Diffusion Equation

Stability of stationary state bifurcations to periodic solutions

Standard state of a solution

Standard state of solutes

Standard state of solutions

State of the Ions in Aqueous Solution and Consequences

The Intercommunication of Structures in Diluted Solution and Polymers Condensed State

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