Abstract
Conductivity data of (AgI)(1−x)–(Al2O3)x nanocomposites are fitted by using a random variable theory with a probability density in the charge carriers. Experimental data show that the increase in alumina concentration leads to a decrease in the jump in conductivity experienced by the system at 420 K. The experimental data, both the abrupt jump and the logarithm of conductivity times temperature as a function of the inverse of temperature behavior in the 300–500 K temperature range and concentrations x = 0.0,0.3,0.6, and 0.8 per mol, were well fitted. The abrupt change in conductivity results from the sudden increase in the number of carriers with a probability distribution function that varies with the reduced temperature of the system. The chosen values for the parameters Γ and χ that fit the conductivity behavior for each concentration are on the theoretical curve predicted by the model with a probability density in the charge carriers.
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References
Habasaki J, Leon C, Ngai KL (2017) Dynamics of glassy, crystalline and liquid ionic conductors. Springer, New York
Kamal KK (2017) Composite materials. Springer-Verlag, New York
Brownlee BJ, Tsui L-K, Vempati K, Plumley JB, Iverson BD, Peng TL, Garzon FH (2020) J Appl Phys 128:035103. (pp 8)
Nagai M, Nishino T (1992) Sol Stat Ionics 53-56:63–67
Lee JS, Adams S, Maier J (2000) J Electrochem Soc 177:2407–2418
Takahashi T (1989) (ed) High conductivity solid ionic conductors: recent trends and applications. World Scientific Publishing Co, Singapore
Liu LF, Lee SW, Li JB, Alexe M, Rao GH, Zhou WY, Lee JJ, Lee W, Gösele U. (2008) Nanotechnology 19:495706 (7 pp)
Mirabal N, Aguirre P, Santa Ana MA, Benavente E, Gonzáles G (2003) Electrochem Acta 48:2123–2127
Uvarov NF, Isupov VP, Sharma V, Shukla AK (1992) Sol Stat Ionics 51:41–52
Shastry MCR, Rao KJ (1992) Sol Stat Ionics 51:311–316
Agrawal RC, Gupta RK (1999) J Mat Sci 34:1131–1162
Aniya M (2019) Pure Appl Chem 91:1797–1806
Rains CA, Ray JR, Vashishta P (1993) Computer simulation studies in condensed-matter physics IV. Springer, New York
Shahi K, Wagner JB (1982) J Sol Stat Chem 42:107–119
Knauth PL (2000) Electroceram 5(2):111–125
Jow T, Wagner Jr JB (1979) J Electrochem Soc 126(3):1963–1972
Maier J (1995) Prog. Solid State Chem 23:171–263
Uvarov NF, Ponomareva VG, Lavrova GV (2010) Russ J Electrch 46:772–784
Uvarov NF, Hairetdinov EF, Bokhonov BB, Bratel NB (1996) Sol Stat Ionics 86-88:573–576
Rice MJ, Strässler S, Toombs GA (1974) Phys Rev Lett 32:596–599
Huberman BA (1974) Phys Rev Lett 32:1000–1003
Welch N, Dienes GJ (1977) J Phys Chem Solids 38:311–317
Hainovsky DO, Dienes GJ (1995) Phys Rev B 51:15789–15797
Aniya M, Ichihara S (2005) J Phys Chem Sol 66:288–291
Shewmon P (2016) Diffusion in solids, 2nd edn. Springer, New York. Chap 5
Peña Lara D, Vargas RA, Correa H (2004) Sol Stat Ionics 175:451–454
Montaño CJ, Burbano JC, Peña Lara D, Diosa JE, Vargas RA (2011) Phase Trans 84:916–923
Burbano JC, Vargas RA, Peña Lara D, Lozano CA, Correa H (2009) Sol Stat Ionics 180:1553–1557
Burbano JC (2014) Bacheler’s Thesis, Universidad del Valle, Cali, Colombia
Yamamoto T, Kobayashi H, Kumara LSR, Sakata O, Nitta K, Uruga T, Kitagawa H (2017) Nano Lett 17:5273–5276
Wang Y, Huang L, He H, Li M (2003) Phys B 325:357–36
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Lara, D.P., Correa, H. & Suescún-Díaz, D. (AgI)(1−x)–(Al2O3)x nanocomposite system: ionic conductivity simulations by a random variable theory. Ionics 28, 2911–2917 (2022). https://doi.org/10.1007/s11581-022-04496-5
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DOI: https://doi.org/10.1007/s11581-022-04496-5