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Ionicity diagram

Keywords Charge transfer solid Electronic dimensionality Functional organic solid Ionicity diagram Organic metal Organic superconductor Phase transition Quantum spin liquid state Switching... [Pg.67]

The Kraft point (T ) is the temperature at which the erne of a surfactant equals the solubility. This is an important point in a temperature-solubility phase diagram. Below the surfactant cannot fonn micelles. Above the solubility increases with increasing temperature due to micelle fonnation. has been shown to follow linear empirical relationships for ionic and nonionic surfactants. One found [25] to apply for various ionic surfactants is ... [Pg.2584]

Charged particles in polar solvents have soft-repulsive interactions (see section C2.6.4). Just as hard spheres, such particles also undergo an ordering transition. Important differences, however, are that tire transition takes place at (much) lower particle volume fractions, and at low ionic strengtli (low k) tire solid phase may be body centred cubic (bee), ratlier tlian tire more compact fee stmcture (see [69, 73, 84]). For tire interactions, a Yukawa potential (equation (C2.6.11)1 is often used. The phase diagram for the Yukawa potential was calculated using computer simulations by Robbins et al [851. [Pg.2687]

To date there is no evidence that sodium forms any chloride other than NaCl indeed the electronic theory of valency predicts that Na" and CU, with their noble gas configurations, are likely to be the most stable ionic species. However, since some noble gas atoms can lose electrons to form cations (p. 354) we cannot rely fully on this theory. We therefore need to examine the evidence provided by energetic data. Let us consider the formation of a number of possible ionic compounds and first, the formation of sodium dichloride , NaCl2. The energy diagram for the formation of this hypothetical compound follows the pattern of that for NaCl but an additional endothermic step is added for the second ionisation energy of sodium. The lattice energy is calculated on the assumption that the compound is ionic and that Na is comparable in size with Mg ". The data are summarised below (standard enthalpies in kJ) ... [Pg.75]

Let us examine the enthalpy terms involved when an ionic crystal MX is dissolved in water. The energy diagram for a Group I halide is as shown in Figure 3.8. [Pg.77]

Fig. 4. Modified Arrhenius diagram of the ionic conductivity of sodium chloride. Tis in Kelvin, O is in ((n-cm)... Fig. 4. Modified Arrhenius diagram of the ionic conductivity of sodium chloride. Tis in Kelvin, O is in ((n-cm)...
Pourbaix diagrams are only thermodynamic predictions and yield no information about the kinetics of the reactions involved nor are the influences of other ionic species which may be present in the solution included. Complexing ions, particularly haUdes, can interfere with passivation and can influence... [Pg.276]

Membranes Ion-exchange membranes are highly swollen gels containing polymers with a fixed ionic charge. In the interstices of the polymer are mobile counterions. A schematic diagram of a cation-exchange membrane is depicted in Fig. 22-57. [Pg.2029]

Chapter 30). Similar plots are obtained for the atomic and ionic radii of the elements and an inverted diagram is obtained, as expected, for the densities of the elements in the solid state (Fig. 2.2). [Pg.24]

The precipitation diagram shown in Figure 4.3 enables you to determine whether or not a precipitate will form when dilute solutions of two ionic solutes are mixed. If a cation in solution 1 mixes with an anion in solution 2 to form an insoluble compound (colored squares), that compound will precipitate. Cation-anion combinations that lead to the formation of a soluble compound (white squares) will not give a precipitate. For example, if solutions of NiCl2 (Ni2+, Cl- ions) and NaOH (Na+, OH- ions) are mixed (Figure 4.4)—... [Pg.78]

The electron configuration or orbital diagram of an atom of an element can be deduced from its position in the periodic table. Beyond that, position in the table can be used to predict (Section 6.8) the relative sizes of atoms and ions (atomic radius, ionic radius) and the relative tendencies of atoms to give up or acquire electrons (ionization energy, electronegativity). [Pg.133]

Molten salt investigation methods can be divided into two classes thermodynamic and kinetic. In some cases, the analysis of melting diagrams and isotherms of physical-chemical properties such as density, surface tension, viscosity and electroconductivity enables the determination of the ionic composition of the melt. Direct investigation of the complex structure is performed using spectral methods [294]. [Pg.135]

Three conceptual steps can be discerned in the definition of the ionic structure of fluoride melts containing tantalum or niobium. Based on the very first thermodynamic calculations and melting diagram analysis, it was initially believed that the coordination numbers of tantalum and niobium, in a molten system containing alkali metal fluorides, increase up to 8. [Pg.136]

Figure 8. Arrhenius diagram for various fast ion conductors. For each indicated monovalent mobile ion, the given ionic conductors are the fastest ones known (Na Na 1 - / "-Al203 Cu+, CulflRb4I7Cll3 K+, K+-/T-A120, H H3Moi2P04(, -30H2O Ag, Ag Rbls F, La0 95Sr005F295 Li, ... Figure 8. Arrhenius diagram for various fast ion conductors. For each indicated monovalent mobile ion, the given ionic conductors are the fastest ones known (Na Na 1 - / "-Al203 Cu+, CulflRb4I7Cll3 K+, K+-/T-A120, H H3Moi2P04(, -30H2O Ag, Ag Rbls F, La0 95Sr005F295 Li, ...
The type of disorder may be determined by conductivity measurements of electronic and ionic defects as a function of the activity of the neutral mobile component [3]. The data are commonly plotted as Brouwer diagrams of the logarithm of the concentration of all species as a function of the logarithm of the activity of the neutral mobile component. The slope is fitted to the assumption of a specific defect-type model. [Pg.550]

Wilkinson s method for, 32-33 with respect to a species, 6 with respect to concentration, 16 with respect to time. 16 Reaction profile diagram. 84—85 Reaction rates, effect on of concentrations, 9 of ionic strength, 206-214 of light, 9... [Pg.280]

Figure 13. Schematic diagram of the measurement of the ionic conductivity of a conducting polymer membrane as a function of oxidation state (potential), (a) Pt electrodes (b) potentiostat (c) gold minigrid (d) polymer film (e) electrolyte solution (0 dc or ac resistance measurement.133 (Reprinted with permission from J. Am Chem Soc. 104, 6139-6140, 1982. Copyright 1982, American Chemical Society.)... Figure 13. Schematic diagram of the measurement of the ionic conductivity of a conducting polymer membrane as a function of oxidation state (potential), (a) Pt electrodes (b) potentiostat (c) gold minigrid (d) polymer film (e) electrolyte solution (0 dc or ac resistance measurement.133 (Reprinted with permission from J. Am Chem Soc. 104, 6139-6140, 1982. Copyright 1982, American Chemical Society.)...
Which is the more powerful oxidizing agent under standard conditions, an acidified aqueous permanganate solution or an acidified aqueous dichromate solution Specify the cell for the spontaneous reaction of the two couples by writing a cell diagram that under standard conditions has a positive emf. Determine the standard emf of the cell and write the net ionic equation for the spontaneous cell reaction. [Pg.623]

Self-Test 12.9A Which metal, zinc or nickel, is the stronger reducing agent in aqueous solution under standard conditions Evaluate the standard emf of the appropriate cell, specify the cell with a cell diagram, and write the net ionic equation for the spontaneous reaction. [Pg.624]

When the multiplicity of a complex is the same for ionic or ion-dipole bonds and for covalent bonds, the decision as to which extreme bond type is the more closely approached in any actual case must be made with the aid of less straightforward arguments. Sometimes theoretical energy diagrams can be constructed with sufficient accuracy to decide the question. A discussion of crystals based on the Born-Haber thermochemical cycle has been given by Rabinowitsch and Thilo3), and more accurate but less extensive studies have been made by Sherman and Mayer4). [Pg.161]


See other pages where Ionicity diagram is mentioned: [Pg.641]    [Pg.644]    [Pg.661]    [Pg.135]    [Pg.200]    [Pg.641]    [Pg.644]    [Pg.661]    [Pg.135]    [Pg.200]    [Pg.102]    [Pg.2598]    [Pg.389]    [Pg.175]    [Pg.151]    [Pg.200]    [Pg.2029]    [Pg.161]    [Pg.169]    [Pg.35]    [Pg.664]    [Pg.4]    [Pg.47]    [Pg.48]    [Pg.51]    [Pg.25]    [Pg.171]    [Pg.176]    [Pg.89]    [Pg.227]    [Pg.254]    [Pg.956]    [Pg.1014]    [Pg.341]   
See also in sourсe #XX -- [ Pg.67 , Pg.74 ]




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Complete Diagram Ionic Defects

Ionic Distribution Diagrams

Ionic conductivity, phase diagrams

Ionic crystal enthalpy diagram

Ionic partition diagram

Ionic phase diagram

Phase Diagrams of Ionic Surfactants

Physicochemical Properties of Ionic Liquids Melting Points and Phase Diagrams

Temperature and Ionic Strength , Effects on Equilibria Using pC-pH Diagrams

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