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The results obtained by the former method are more reproducible.
Conductance cells designed and used according to the method are more advantageous for this purpose than other calculable cells.
The results based on Heskestad and Delichatsios method are more accurate than that of Alpert method in the experiments.
The results show that the data obtained from the present method are more accurate and effective than compared results.
In comparison with those synthesized by the one-pot procedure, PMO materials prepared by the post-synthesis method are more favorable in terms of dispersion of GNPs.
The service compositions produced by this method are more robust, thus improving process reliability when working with a composition of chained geospatial Web Services.
The optimization results show that the MOO method are more suitable for the operational parameters design of the heat recovery systems compared with the SOO method.
Development strategies of this method are more efficient when they consider both aspects of operation (recovery factor, RF) and economics (net present value, NPV).
FE models based on the cohesive-zone method are more efficient than those based on continuum damage mechanics approach in modelling interaction between failure modes.
Molecular-based numerical schemes, such as the direct simulation Monte Carlo (DSMC) method, are more physically appropriate for rarefied gas flows in microelectromechanical systems (MEMS).
The results reflect that compared to the solvent evaporation technique, the electrochemical performances of the GPE corresponding to the membrane prepared by phase inversion method are more outstanding.
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