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It has been shown by Bollas et al. (2008) that the original e-NRTL model is inconsistent for systems with multiple cations and/or anions, in the same work the model equations for the so-called refined e-NRTL model were given.
This depth dependency from thermoelastic model is inconsistent with our observation.
Then, if the spectrum of a core magnetic field model acceleration falls below this limit, the time behavior of this field model is inconsistent with the FF-hypothesis.
Therefore this model is inconsistent with observations.
This study provides realistic structural information from which we conclude that the current two-phase system model is inconsistent with the complete Fourier space image.
In addition, our model is inconsistent with this conjecture because ezrin, whose structure has been solved [71], is far too small to span the ∼20 nm required to establish this connection.
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The predictions of the Hillert-Sundman model are inconsistent with partitioning results.
The proposed P-GSTA method successfully reproduced the actual sediment-transport patterns, whereas the results of the previous GSTA model were inconsistent.
Models generated from inversions of data from this class of model are inconsistent with the isotropic 1D model, especially in mid-lithosphere, where the inversion model follows the most conductive profile.
With different visualization tools, we should guarantee that the raw data used for the geological model, especially the hard data, are accurate and reliable, as incorrect data would result in the geological model being inconsistent with geological research results.
The result of this original structural investigation showed that the two-phase model was inconsistent with the total Fourier space image of the Al Cu alloy when one part of the intensity (coherent diffuse scattering) was excluded.
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