2013
DOI: 10.12988/aap.2013.13010
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Structural, dielectric and electrical properties of BiFeW2O9 ceramics

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“…At lower frequency, the conductivity remains almost constant, and after a particular frequency, the conductivity starts to increase exponentially. This can be well explained using Jonscher’s power law: where ω is the frequency, σ dc is the frequency-independent conductivity (low-frequency region), A is the temperature-dependent pre-exponential factor, and n is the frequency exponent . As per the equation, at low frequency the conductivity is practically frequency-independent (dc conductivity), and with increasing frequency the second term in the power law equation starts to dominate.…”
Section: Resultsmentioning
confidence: 98%
“…At lower frequency, the conductivity remains almost constant, and after a particular frequency, the conductivity starts to increase exponentially. This can be well explained using Jonscher’s power law: where ω is the frequency, σ dc is the frequency-independent conductivity (low-frequency region), A is the temperature-dependent pre-exponential factor, and n is the frequency exponent . As per the equation, at low frequency the conductivity is practically frequency-independent (dc conductivity), and with increasing frequency the second term in the power law equation starts to dominate.…”
Section: Resultsmentioning
confidence: 98%