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'''Ionic conduction''' is the transit of [[ion]] (either cations or anions) from one site to another through defects in the [[Crystal structure|crystal lattice]] of a solid. Ionic conduction is one aspect of [[Current (electricity)|current]], which is the flow of charged particles through a material.<ref>Richard Turton. (2000).The Physics of Solids. New York:: Oxford University Press. ISBN 0198503520.</ref> In solids, ions typically occupy fixed positions in the crystal lattice, and therefore do not move. However, ionic conduction can occur, especially as the temperature of a solid increases.<ref>www.teknik.uu.se/ftf/education/Disordered_materials/Ion_conduction.pdf</ref>
'''Ionic conduction''' is the transit of [[ion]] (either cations or anions) from one site to another through defects in the [[Crystal structure|crystal lattice]] of a solid. Ionic conduction is one aspect of [[Current (electricity)|current]], which is the flow of charged particles through a material.<ref>Richard Turton. (2000).The Physics of Solids. New York:: Oxford University Press. ISBN 0198503520.</ref> In solids, ions typically occupy fixed positions in the crystal lattice, and therefore do not move. However, ionic conduction can occur, especially as the temperature of a solid increases.<ref>www.teknik.uu.se/ftf/education/Disordered_materials/Ion_conduction.pdf</ref>


Ionic conduction is one of the mechanisms by which [[Microwave oven|microwave ovens]] are believed to work.<ref>Kappe, C. O.; Stadler, A. Microwaves in Organic Synthesis and Medicinal Chemistry; Wiley-VCH: Weinheim, 2005. ISBN 3527312102. </ref> During ionic conduction in the microwave, dissolved particles in the sample oscillate back and forth under the influence of the microwave, colliding with neighboring molecules or atoms. These collisions cause agitation or motion, creating heat. The ionic conductivity mechanism is very importance when considering heating [[Ionic liquid|ionic liquids]] within a microwave.
Ionic conduction is one of the mechanisms by which [[Microwave oven|microwave ovens]] are believed to work.<ref>Kappe, C. O.; Stadler, A. Microwaves in Organic Synthesis and Medicinal Chemistry; Wiley-VCH: Weinheim, 2005. ISBN 3527312102. </ref> During ionic conduction in the microwave, dissolved particles in the sample oscillate back and forth under the influence of the microwave, colliding with neighboring molecules or atoms. These collisions cause agitation or motion, creating heat. The ionic conductivity mechanism is very important when considering heating [[Ionic liquid|ionic liquids]] within a microwave.


Ionic conduction in [[solids]] has been a subject of interest as early as the beginning of the 19th century. It was established by [[Michael Faraday]] (1839) that the laws of electrolysis are also obeyed in ionic solids like [[Lead (element)|Pb]][[Fluorine|F]]<sub>2</sub> and [[Silver (element)|Ag]]<sub>2</sub>[[Sulfur|S]]. There were, however, several important discoveries regarding ionic conduction phenomena in solids in the last century. For example, extraordinary high ionic conductivity in [[silver iodide]] was found by Tubandt et al. (1921) is of special importance. It was observed during the conductivity measurement of AgI that above 147 °C it transforms into a phase that exhibits an ionic conductivity of <!--number and units needs fixing-->~ 1 –1&nbsp;cm<sup>−1</sup>, comparable to that of its [[liquid phase]]. Therefore, the high temperature phase of AgI is the first [[superionic]] conductor ever discovered. It was shown that a sub[[crystal structure|lattice]] [[cations|cationic]] disorder takes place in the highly conducting phase of AgI, which is now better known as <!--needs fixing-->-AgI. The liquid-like state of Ag<sup>+</sup> ions, as proposed by Strock (1934, 1936) and later reinforced by others (Geller, 1977; Funke, 1976), consists of a cubic unit cell of [[iodine]] ions, in which 6 [[octahedral]], 12 [[tetragonal]] and 24 [[trigonal bipyramid]]al, i.e., a total of 42 sites are available for 2 Ag<sup>+</sup> ions, as shown in the Figure 1. O' Keeffe and Hyde (1976) have argued that this [[phase transition]] in AgI is dramatic and powerful, nothing less than the melting and also shown that the [[entropy]] change at the superionic transition is comparable to its value at the melting. Thus, in the <!--needs fixing-->-phase I<sup>−</sup> ions form a bcc lattice and the Ag<sup>+</sup> ions are distributed in such a way that 42 [[crystallography|crystallographic]] equivalent interstices are available for the two Ag<sup>+</sup> ions.
Ionic conduction in [[solids]] has been a subject of interest as early as the beginning of the 19th century. It was established by [[Michael Faraday]] (1839) that the laws of electrolysis are also obeyed in ionic solids like [[Lead (element)|Pb]][[Fluorine|F]]<sub>2</sub> and [[Silver (element)|Ag]]<sub>2</sub>[[Sulfur|S]]. There were, however, several important discoveries regarding ionic conduction phenomena in solids in the last century. For example, extraordinary high ionic conductivity in [[silver iodide]] was found by Tubandt et al. (1921) is of special importance. It was observed during the conductivity measurement of AgI that above 147 °C it transforms into a phase that exhibits an ionic conductivity of <!--number and units needs fixing-->~ 1 –1&nbsp;cm<sup>−1</sup>, comparable to that of its [[liquid phase]]. Therefore, the high temperature phase of AgI is the first [[superionic]] conductor ever discovered. It was shown that a sub[[crystal structure|lattice]] [[cations|cationic]] disorder takes place in the highly conducting phase of AgI, which is now better known as <!--needs fixing-->-AgI. The liquid-like state of Ag<sup>+</sup> ions, as proposed by Strock (1934, 1936) and later reinforced by others (Geller, 1977; Funke, 1976), consists of a cubic unit cell of [[iodine]] ions, in which 6 [[octahedral]], 12 [[tetragonal]] and 24 [[trigonal bipyramid]]al, i.e., a total of 42 sites are available for 2 Ag<sup>+</sup> ions, as shown in the Figure 1. O' Keeffe and Hyde (1976) have argued that this [[phase transition]] in AgI is dramatic and powerful, nothing less than the melting and also shown that the [[entropy]] change at the superionic transition is comparable to its value at the melting. Thus, in the <!--needs fixing-->-phase I<sup>−</sup> ions form a bcc lattice and the Ag<sup>+</sup> ions are distributed in such a way that 42 [[crystallography|crystallographic]] equivalent interstices are available for the two Ag<sup>+</sup> ions.

Revision as of 17:07, 25 November 2011

Ionic conduction is the transit of ion (either cations or anions) from one site to another through defects in the crystal lattice of a solid. Ionic conduction is one aspect of current, which is the flow of charged particles through a material.[1] In solids, ions typically occupy fixed positions in the crystal lattice, and therefore do not move. However, ionic conduction can occur, especially as the temperature of a solid increases.[2]

Ionic conduction is one of the mechanisms by which microwave ovens are believed to work.[3] During ionic conduction in the microwave, dissolved particles in the sample oscillate back and forth under the influence of the microwave, colliding with neighboring molecules or atoms. These collisions cause agitation or motion, creating heat. The ionic conductivity mechanism is very important when considering heating ionic liquids within a microwave.

Ionic conduction in solids has been a subject of interest as early as the beginning of the 19th century. It was established by Michael Faraday (1839) that the laws of electrolysis are also obeyed in ionic solids like PbF2 and Ag2S. There were, however, several important discoveries regarding ionic conduction phenomena in solids in the last century. For example, extraordinary high ionic conductivity in silver iodide was found by Tubandt et al. (1921) is of special importance. It was observed during the conductivity measurement of AgI that above 147 °C it transforms into a phase that exhibits an ionic conductivity of ~ 1 –1 cm−1, comparable to that of its liquid phase. Therefore, the high temperature phase of AgI is the first superionic conductor ever discovered. It was shown that a sublattice cationic disorder takes place in the highly conducting phase of AgI, which is now better known as -AgI. The liquid-like state of Ag+ ions, as proposed by Strock (1934, 1936) and later reinforced by others (Geller, 1977; Funke, 1976), consists of a cubic unit cell of iodine ions, in which 6 octahedral, 12 tetragonal and 24 trigonal bipyramidal, i.e., a total of 42 sites are available for 2 Ag+ ions, as shown in the Figure 1. O' Keeffe and Hyde (1976) have argued that this phase transition in AgI is dramatic and powerful, nothing less than the melting and also shown that the entropy change at the superionic transition is comparable to its value at the melting. Thus, in the -phase I ions form a bcc lattice and the Ag+ ions are distributed in such a way that 42 crystallographic equivalent interstices are available for the two Ag+ ions.

Soon alpha-phases of various materials like Ag2S, Ag2Se, Ag2Te, etc. were discovered (Tubandt, 1932). By the early 1930s, it was demonstrated that these fast ionically conducting solids could be treated entirely the same as aqueous electrolytes from the viewpoint of chemical reactions and thermodynamics, hence these materials were also termed as solid electrolytes.

References

  1. ^ Richard Turton. (2000).The Physics of Solids. New York:: Oxford University Press. ISBN 0198503520.
  2. ^ www.teknik.uu.se/ftf/education/Disordered_materials/Ion_conduction.pdf
  3. ^ Kappe, C. O.; Stadler, A. Microwaves in Organic Synthesis and Medicinal Chemistry; Wiley-VCH: Weinheim, 2005. ISBN 3527312102.