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The classical Kalman filter and smoother are not applicable to this model, and therefore, we derive a new Kalman filter and smoother for our model.
The axial dispersion model is used to represent a non-ideal reactor, and it is shown that the IDEAS framework and associated Shrink-wrap algorithm are applicable to this model.
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Applicable to this bilinear bond stress slip model, simplified engineering equations are proposed to define the bond behavior, considering the effect of concrete strength and FRP stiffness on the three parameters identified.
Further validation using randomized trial databases or other non-carcinogen datasets are needed to determine if this model is applicable to this type of analysis.
Three main conclusions were drawn: (1) the combustion process was much slower if compared with conventional burner technology, and hydrocarbons, hydrogen, and carbon monoxide were measured far downstream into the furnace, (2) high and uniform radiative heat fluxes were observed, and (3) novel simplified chemistry models applicable to this new combustion conditions are required.
Nonetheless, the PC model is applicable to this and other concepts, and several theories (e.g., Barsalou & Weimer-Hastings, 2005; Martin, 2016) address this discrepancy.
Two different models are applicable to this system depending on whether the liquid or the gas flows out.
This approach is applicable to any model system.
The strategy should be also applicable to other model organisms.
Even with a successful formulating of such a model, this approach will only be applicable to model specific problems and does not provide a general computational framework.
This approach is applicable to model any ordered categorical score where consecutive observations are dependent.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com