Big Chemical Encyclopedia

Chemical substances, components, reactions, process design ...

Articles Figures Tables About

Crystal ionicity

Shannon and Prewitt base their effective ionic radii on the assumption that the ionic radius of (CN 6) is 140 pm and that of (CN 6) is 133 pm. Also taken into consideration is the coordination number (CN) and electronic spin state (HS and LS, high spin and low spin) of first-row transition metal ions. These radii are empirical and include effects of covalence in specific metal-oxygen or metal-fiuorine bonds. Older crystal ionic radii were based on the radius of (CN 6) equal to 119 pm these radii are 14-18 percent larger than the effective ionic radii. [Pg.310]

Of the three principal classes of crystals, ionic crystals, crystals containing electron-pair bonds (covalent crystals), and metallic crystals, we feel that a good understanding of the first class has resulted from the work done in the last few years. Interionic distances can be reliably predicted with the aid of the tables of ionic radii obtained by Goldschmidt1) by the analysis of the empirical data and by Pauling2) by a treatment based on modem theories of atomic structure. The stability,... [Pg.151]

Metal ion Crystal ionic radius A Complexation constant... [Pg.70]

A typical special feature of the melts of ionic crystals (ionic liquids) are their high concentrations of free ions, of about 25 M. Because of the short interionic distances, considerable electrostatic forces act between the ions, so that melts exhibit pronounced tendencies for the formation of different ionic aggregates ion pairs, triplets, complex ions, and so on. [Pg.132]

The point defects are decisive for conduction in solid ionic crystals. Ionic migration occurs in the form of relay-type jumps of the ions into the nearest vacancies (along the held). The relation between conductivity o and the vacancy concentration is unambiguous, so that this concentration can also be determined from conductivity data. [Pg.136]

In almost all theoretical studies of AGf , it is postulated or tacitly understood that when an ion is transferred across the 0/W interface, it strips off solvated molecules completely, and hence the crystal ionic radius is usually employed for the calculation of AGfr°. Although Abraham and Liszi [17], in considering the transfer between mutually saturated solvents, were aware of the effects of hydration of ions in organic solvents in which water is quite soluble (e.g., 1-octanol, 1-pentanol, and methylisobutyl ketone), they concluded that in solvents such as NB andl,2-DCE, the solubility of water is rather small and most ions in the water-saturated solvent exist as unhydrated entities. However, even a water-immiscible organic solvent such as NB dissolves a considerable amount of water (e.g., ca. 170mM H2O in NB). In such a medium, hydrophilic ions such as Li, Na, Ca, Ba, CH, and Br are selectively solvated by water. This phenomenon has become apparent since at least 1968 by solvent extraction studies with the Karl-Fischer method [35 5]. Rais et al. [35] and Iwachido and coworkers [36-39] determined hydration numbers, i.e., the number of coextracted water molecules, for alkali and alkaline earth metal... [Pg.49]

Shannon s crystal ionic radii [51], except where otherwise noted. [Pg.55]

All ions studied are assumed to be spherical, and radii (r) of the bare ions are listed in Table 3. Unless otherwise noted, authorized values of crystal ionic radii or van der Waals radii are adopted [51-57]. [Pg.56]

Element Atomic Number Electronic Configuration Electronegativity Crystal Ionic Radius A°... [Pg.160]

The principal intention of the present book is to connect mechanical hardness numbers with the physics of chemical bonds in simple, but definite (quantitative) ways. This has not been done very effectively in the past because the atomic processes involved had not been fully identified. In some cases, where the atomic structures are complex, this is still true, but the author believes that the simpler prototype cases are now understood. However, the mechanisms change from one type of chemical bonding to another. Therefore, metals, covalent crystals, ionic crystals, and molecular crystals must be considered separately. There is no universal chemical mechanism that determines mechanical hardness. [Pg.229]

This paper starts with a brief description of the Golden ratio and the ( )-based crystal ionic radii and is then followed by the (()-based aqueous ionic radii and hydration lengths. The role of in the sizes of the ions in the crystal and in aqueous solutions and their hydration bonds with water can be seen in Fig. 12.3 for Na" and Cl" ions (used as the examples). [Pg.136]

Table 2.3 gives the self-diffusion coefficients of some important ions in submerged soils and Figure 2.2 shows the values for the elemental ions plotted against ionic potential ( z /r where z is the absolute ionic charge and r the crystal ionic radius). As the ionic potential increases the hydration layer of water molecules around the ion increases, and therefore the mobility tends to decrease. Also, at the same ionic potential, cations diffuse faster than anions. The mobilities... [Pg.23]

Table 2.4 Crystal Ionic Radii and Standard Molar Gibbs Free Energies of Flydration of Ions... [Pg.53]

The molar conductivities of alkali metal ions increase, in most solvents, with increasing crystal ionic radii (Li+[Pg.216]

In 1953 Olson and Konecny (19) studied the conductance of lithium bromide in acetone-water mixtures at 25°C and 35°C. They calculated KD and Ao in the acetone-rich solvents by the Fuoss method and Ao in the water-rich solvents by extrapolation of the phoreogram. They found that as the water content increases Kd increases, Ao decreases but then undergoes an increase, and a increases from slightly less than the sum of the crystal ionic radii to the sum of the radii of the fully hydrated ions. Extrapolation of their data for A0 to zero water content is not reliable because of the large concave upward negative slope however, it would appear to lead to a value of about 220 U l cm2 eq-1. Similar extrapolations of values for Kd and a yield 2.0 X 10 4 and 2.2 A, respectively. [Pg.250]

A separate class of experimental evaluation methods uses biological mechanisms. An artificial neural net (ANN) copies the process in the brain, especially its layered structure and its network of synapses. On a very basic level such a network can learn rules, for example, the relations between activity and component ratio or process parameters. An evolutionary strategy has been proposed by Miro-datos et al. [97] (see also Chapter 10 for related work). They combined a genetic algorithm with a knowledge-based system and added descriptors such as the catalyst pore size, the atomic or crystal ionic radius and electronegativity. This strategy enabled a reduction of the number of materials necessary for a study. [Pg.123]

Lastly, the extensions of the standard implicit solvent model to more sophisticated settings (liquid crystals, ionic solvents, metallic surfaces,...) are briefly dealt with in section 1.2.7. [Pg.30]

Molar ionic conductivity — This quantity, first introduced by -> Kohlrausch, is defined by A = Zi Fui (SI unit Sm2 mol-1), where Zj and 14 are the charge number and -> ionic mobility of an ion, respectively. The molar -> conductivity of an electrolyte M +X (denoted by A) is given by A = u+X+ + i/ A, where A+ and A are the molar ionic conductivities of the cation and anion. The A value of an ion at infinite dilution (denoted by A°°) is specific to the ion. For alkali metal ions and halide ions, their A values in water decrease in the orders K+ > Na+ > Li+ and Br- > Cl- > F-. These orders are in conflict with those expected from the crystal ionic radii, because the smaller ions are more highly hydrated, so that the -> hydrated ions become larger and thus less mobile. Based on Stokes law, the radius of a hydrated ion... [Pg.431]

Solid oxide conductors, such as Zr02, which form the basis of chemical sensors, rely on the presence of defects to induce ionic conductivity (Madou and Morrison, 1989). If every lattice site was occupied with the correct atom, then it would be impossible for any atoms to move within the material. It would be like an auditorium with no empty seats in order for one person to move, everyone would have to move. Similarly, in a perfect crystal, ionic conduction will be difficult if there are no vacant spots for an ion to move into. [Pg.512]


See other pages where Crystal ionicity is mentioned: [Pg.122]    [Pg.458]    [Pg.40]    [Pg.51]    [Pg.167]    [Pg.135]    [Pg.136]    [Pg.139]    [Pg.18]    [Pg.212]    [Pg.122]    [Pg.276]    [Pg.36]    [Pg.98]    [Pg.137]    [Pg.81]    [Pg.484]    [Pg.339]   
See also in sourсe #XX -- [ Pg.290 ]




SEARCH



Ammonium-based ionic liquid crystals

An Ionic Bonding Model - Introducing Crystal Field Theory

Barium crystal ionic radius

Binary ionic compounds crystal structures

Bonding in ionic crystals

Cadmium ionic crystal radius

Calcium ionic crystal radius

Carbon ionic crystal radius

Catalysts, general ionic crystal

Cerium ionic crystal radius

Cesium ionic crystal radius

Charge ionic crystals

Chlorine ionic crystal radius

Cobalt ionic crystal radius

Cohesive energy in ionic crystals

Cohesive energy of ionic crystals

Conductivity of Ionic Crystals Frequency Dependence

Coordination number ionic crystals

Copper ionic crystal radius

Crystal ionic

Crystal ionic

Crystal ionicity, measurement

Crystal silver ionic conductors

Crystal types ionic

Crystals effective ionic radii

Crystals ionic crystal structures

Crystals, electric field ionic

Crystals, ionic bonding

Defects in Ionic Crystals

Dielectric Properties of Ionic Crystals

Dissolution kinetics of ionic single crystals

Dissolution, of ionic crystals

Elements crystal ionic radii

Energies ionic crystals

Energy Changes in the Formation of Ionic Crystals

Equilibrium properties ionic crystals

Fluorine ionic crystal radius

Giant ionic crystal structures

Imidazolium-based ionic liquid crystals

In ionic crystals

Intermolecular interactions, liquid crystal ionic

Ionic Crystals in Acidic and Alkaline Media

Ionic Sizes and Crystal Environments

Ionic bond crystals

Ionic bonding crystal field theory

Ionic bonding crystal structures

Ionic bonds crystal defects

Ionic bonds crystal lattice formed

Ionic bonds crystal structures

Ionic compounds crystal structures

Ionic compounds crystals

Ionic conduction in crystals

Ionic conductivity organic crystals

Ionic conductivity plastic crystals

Ionic contamination, liquid crystal

Ionic crystal catalysts

Ionic crystal decompositions

Ionic crystal enthalpy diagram

Ionic crystal lattices

Ionic crystal radius

Ionic crystal systems

Ionic crystal, dissolution

Ionic crystal, structure

Ionic crystals applications

Ionic crystals cohesive energy

Ionic crystals color centers

Ionic crystals complex

Ionic crystals defects

Ionic crystals electronic localization

Ionic crystals energy bands

Ionic crystals geometric requirements

Ionic crystals lattice energy

Ionic crystals lattice theory

Ionic crystals magnetic interactions

Ionic crystals mechanical properties

Ionic crystals packing

Ionic crystals principles

Ionic crystals solubility

Ionic crystals solution

Ionic crystals stability

Ionic crystals tables

Ionic crystals theory

Ionic crystals, formation energy

Ionic crystals, heat capacity

Ionic crystals, lanthanide ions

Ionic crystals, nonlinear optical

Ionic crystals, nonlinear optical properties

Ionic crystals, scanning electrochemical

Ionic liquid crystals

Ionic liquids crystal polymorphism

Ionic radii in crystals

Ionic size crystal radii of ions

Irradiation ionic crystals

Kinetics of Ionic Single Crystals

Lattice Energies and Ionic Radii Connecting Crystal Field Effects with Solid-State Energetics

Lattice Energy of an Ionic Crystal

Lattice energy of ionic crystals

Lattice spacings, ionic crystals

Lattice spacings, ionic crystals metals

Lattice theory of ionic crystals

Liquid Crystals and Ionic Liquids as Solvents

Liquid crystal ionic liquids

Liquid crystal ionic liquids INDEX

Liquid crystal ionic liquids basic properties

Liquid crystal ionic liquids mechanisms

Liquid crystal ionic liquids metallomesogens

Liquid crystal ionic liquids molecular self-assembly

Mass and Charge Transport in Ionic Crystals

Molecular Aspects on the Dissolution and Nucleation of Ionic Crystals

Molecular Aspects on the Dissolution and Nucleation of Ionic Crystals in Water

Molecular and Ionic Crystals

Mulliken ionic crystals

NaCI, ionic crystal

Nitrogen ionic crystal radius

Nonbonded interactions in ionic crystals

Other Types of Ionic Crystals

Oxygen ionic crystal radius

Phase transition behavior, liquid crystal ionic

Phosphonium-based ionic liquid crystals

Polymeric ionic liquid crystals

Polymeric ionic liquid crystals polymerization

Polymeric ionic liquid crystals synthesis

Potassium ionic crystal radius

Reactions in the solid state ionic crystals

Rubidium ionic crystal radius

Scandium ionic crystal radius

Silicon ionic crystal radius

Silver ionic crystal radius

Single-crystal electrolytes ionic conductivity

Smectic phases, liquid crystal ionic liquids

Sodium ionic crystal radius

Solid-state structures ionic crystals

Strontium ionic crystal radius

Sulfur ionic crystal radius

Surfaces and surface energies in ionic crystals

The Born-Haber Cycle for Ionic Crystals

The Closest Packing of Large Ions in Ionic Crystals

The Multipole Model of Ionic Crystals

The cohesive energy of ionic crystals

The lattice energy of a simple ionic crystal

The structures of complex ionic crystals

The structures of simple ionic crystals

Thermodynamics, of ionic crystal

Thermodynamics, of ionic crystal formation

Topological Analyses of Charge Densities in Ionic Crystals and Crystal Radii

Transport in Binary Ionic Crystals AX

Yttrium ionic crystal radius

© 2024 chempedia.info