IMMITTANCE%20SPECTROSCOPY%20Models,%20data%20fitting,%20and%20analysis - PowerPoint PPT Presentation

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Title: IMMITTANCE%20SPECTROSCOPY%20Models,%20data%20fitting,%20and%20analysis


1
IMMITTANCE SPECTROSCOPYModels, data fitting, and
analysis
  • J. Ross Macdonald
  • IMSPEMAS Workshop
  • Warsaw 9/2003

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MATERIAL/ELECTRODE CHARACTERIZATION WITH IS
  • Bulk resistivity and dispersion
  • Bulk dielectric constant
  • Mobile charge concentrations
  • Mobilities and valence numbers
  • Bulk dissociation and recombination rates
  • Electrode reaction rate constant
  • Electrode adsorption rate constant
  • Other fit-model parameters

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IMMITTANCE SPECTROSCOPY
  • Impedance Spectroscopy
  • Dielectric Spectroscopy
  • Data Analysis
  • CNLS INVERSION
  • LEVM ---- LEVMW V. 8

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CNLS-LEVM-LEVMW
  • CNLS Complex nonlinear least squares fitting.
  • Fit complex data to a model whose parts
    satisfy the Kronig-Kramers transform relations
  • LEVMW Windows version of LEVM, a free general
    CNLS fitting and inversion program. Download it
    and its manual from http//www.physics.unc.edu/ma
    cd/
  • LEVMW can accurately fit data to K0, K1, and many
    other models. It allows temporal response to be
    calculated from frequency response and vice versa

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ELECTRODE EFFECTS AND SLOPES
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BULK K0 AND K1 FIT RESULTS
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NEARLY CONSTANT LOSS
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CONCLUSIONS
  • The Moynihan original modulus formalism
    dispersion model is theoretically and
    experimentally incorrect and should be replaced
    by the corrected modulus formalism.
  • The corrected modulus formalism is isomorphic to
    the Scher-Lax microscopic model and leads to
    virtually independent of temperature and ionic
    concentration.

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  • The variable-correlation assumption of the OMF
    and NCM is unsupported by fits of experimental
    data using the CK1 CMF model.
  • The cutoff model is much superior to all coupling
    models and requires no ad hoc assumptions.
  • Nearly-constant-loss behavior is likely to be
    associated with coupling between vibrating ions
    and induced dipoles of the bulk material. A
    microscopic model of the process is needed.

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MATERIAL CHARACTERIZATION
  • Conduction character
  • Intrinsically conducting
  • a. Completely blocking electrodes
  • b. Partially blocking electrodes
  • Intrinsically insulating
  • a. Dielectric no mobile charge
  • b. Leaky dielectric surface or bulk impurity
    conduction
  • Charge characteristics
  • Supported strong supporting electrolyte, as
    in liquids
  • Unsupported no supporting electrolyte, as in
    glasses, solid electrolytes, semiconductors

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