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In this study, we show that the observed delamination size effect can be rationalized by modeling thin film delamination in the presence of large scale interfacial sliding.
The effect can be rationalized in terms of a more open, solvent-accessible active site in class IV alcohol dehydrogenase, which disfavors productive binding of ethanol and short-chain alcohols, specially at physiological pH.
It is shown that the observed size effect can be rationalized by additional scattering of the conduction electrons on the metal ceramic interface and that scattering at geometrically necessary dislocations due to cool-down of the composite from processing temperature is much less important.
We have shown that this effect can be rationalized within the framework of the Stable States Picture formalism.
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We show that (1) microscopic SM and SE effects exist under complex loading conditions, (2) the magnitude of the SM and SE effects can be rationalized using the concept of the representative strain and maximum strain and (3) instrumented indentation techniques are useful in quantifying SM and SE effects in the micro- and nano-meter length scales.
The origin of this force can be rationalized based on the Kv1.2 structure.
This result can be rationalized as follows.
This result can be rationalized within the framework of the frontier molecular orbital theory: the SOMO of the electrophilic radical also interacts with the LUMO of unsaturated chemicals, and this interaction has a significant effect on reactivity.
An extensive parametric study has been carried out in order to explain the effect of the important dimensionless parameters that arise, and analysis shows that most of the effects observed can be rationalized with respect to certain types of asymptotic behavior.
There are two theories by which the temperature effects on gelling can be rationalized.
In the context of the model, the absence of crowding-out effects of more public preschool providers can be rationalized by the existence of relatively large differences in willingness-to-pay for preschool services across different demand segments.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com