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Multiplicity features for a cylindrical pellet, according to direct calculation, are shown to be analogous to those of a spherical pellet.
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A simple procedure is presented for predicting the multiplicity features of distributed-parameter systems described by a single two-point boundary-value problem.
A new linear algebraic method that makes use of the Carleman linearization procedure is given for determining the local multiplicity features of chemical reaction systems.
The multiplicity features of integral catalytic reactors are studied numerically for the noble metal catalyzed oxidation of carbon monoxide with oxygen.
The steady state multiplicity features of porous catalytic pellets, the temperature of which is uniform but different from that of the surrounding, are determined for a zeroth-order reaction.
The steady state multiplicity features of porous catalytic pellets, the temperature of which is uniform but different from that of the surrounding, are determined for reactions of positive order.
Simulation studies reveal the hitherto unreported existence of multiple isolas and unusual multiplicity features, arising from isola evolution for some regions of reactor parameter space.
The bifurcation diagrams of wire temperature at a fixed hydrogen concentration vs. co-reactant concentration reveal multiplicity features which cannot be accounted for just by thermal interaction.
The multiplicity features are profoundly affected by the above factors.
The interaction between the boundary set of feasible operation and the bifurcation set is shown to be of great importance for the understanding of multiplicity and stability features for this type of column configuration.
However, this study focused on the impact on underlying thyroid echogenicity for diagnosing thyroid malignancies using US, not the effect on several US features for diagnosing thyroid malignancies according to the multiplicity.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com