2020
DOI: 10.1007/s10854-020-04667-y
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Nickel doping effect on structure and ac conductivity of resorcinol formaldehyde/SiO2-Ni nanocomposites synthesized by sol–gel process

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Cited by 4 publications
(5 citation statements)
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“…In quantum mechanical tunnel effect model (QMT), s does not vary with temperature and almost equal to 0.8 [49][50][51]. Previous studies done by Gouadria et al [39] on nanocomposite based on a carbon matrix doped with 50% silica shows the existence of a quantum mechanical tunnel model (QMT) for the sample treated at 675°C whose the frequency exponent is independent of the temperature and almost equal to 0,87. Previous studies by Ben Mansour et al [16] on nanocomposite based on pyrogallol and formaldehyde (PF) based carbon matrix doped by Nickel oxide (NiO) processed at 625 indicates the presence of a small polaron hopping model.…”
Section: V-i Characterizesmentioning
confidence: 85%
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“…In quantum mechanical tunnel effect model (QMT), s does not vary with temperature and almost equal to 0.8 [49][50][51]. Previous studies done by Gouadria et al [39] on nanocomposite based on a carbon matrix doped with 50% silica shows the existence of a quantum mechanical tunnel model (QMT) for the sample treated at 675°C whose the frequency exponent is independent of the temperature and almost equal to 0,87. Previous studies by Ben Mansour et al [16] on nanocomposite based on pyrogallol and formaldehyde (PF) based carbon matrix doped by Nickel oxide (NiO) processed at 625 indicates the presence of a small polaron hopping model.…”
Section: V-i Characterizesmentioning
confidence: 85%
“…In quantum mechanical tunnel effect model (QMT), s does not vary with temperature and almost equal to 0.8 [49][50][51]. Previous studies done by Gouadria et al [39] on nanocomposite based on a carbon matrix doped with 50% silica shows the existence of a quantum mechanical tunnel model (QMT) for the sample treated at 675°C whose the frequency exponent is A linear adjustment of Eq. (1), gives the values of s are illustrated in Fig.…”
Section: V-i Characterizesmentioning
confidence: 92%
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“…Various nanostructured SiO 2 have shown greatly enhanced conductivity and electrochemical reactivity compared to micrometer-sized SiO 2 . [12,[15][16][17][18][19][20][21][22][23] To alleviate the detrimental effect of pulverization, conductive shells, cages, and continuous matrices have been developed to accommodate the lattice volume variation of SiO 2 during lithiation/delithiation. [9,24] Carbonaceous materials have been extensively studied for the encapsulation of nanoscale SiO 2 , with examples such as amorphous coating layers, [13,19,25,26] continuous shells and tubes, [17,23,27,28] and hollow SiO 2 /carbon spheres.…”
Section: Doi: 101002/smll202103878mentioning
confidence: 99%
“…[16,23,29] Some metal oxides such as TiO 2 and NiO shells have also been employed to encapsulate SiO 2 particles. [20,30] Carbon nanosheets/plates, [31] interwoven carbon nanofibers/nanotubes, [21,32,33] mesoporous carbon composites, [18,26,28,34,35] graphene sheets/aerogels, [36] reduced graphene oxide matrices, [22,37] and MXene architectures [38] have been engineered to load dispersed nanoscale SiO 2 particles. The electrochemical performance of the encapsulated SiO 2 strongly depends on the shell or cage, which are usually delicately synthesized by either expensive chemical reagents such as polydopamine and guanine, or by sophisticated procedures such as etching and templates.…”
Section: Doi: 101002/smll202103878mentioning
confidence: 99%