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Mathematical modeling of self compacting high strength concrete at the design stage is aimed at determining optimal content of concrete components (in particular, chemical and mineral admixtures) to obtain the desired concrete properties.
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This study introduces a practical methodology for modeling of self-healing microcapsules-based composites elasticity with experimental verification.
The paper presents the experimental study and mathematical modeling of self-sustained oscillations in the reaction of CO oxidation on PdO/Al2O3 catalysts.
We present a thermodynamic analysis and phase field modeling of self-assembled multiphase nanostructures produced by phase transformations in constrained layers.
The time-domain indicial approach, whose validity has been only partially investigated in the past, is selected for the modeling of self-excited forces.
The damage process was formulated based on the fracture mechanics, while self-healing was described using oxidation kinetics modeling of self-healing time.
For the purposes of modeling functions in CL, the interesting functions are those that are continuous on D. However, these functions by themselves are not sufficient to obtain a modeling of self-application, because none of them has as its domain a set of functions as D is not assumed to be a function space.
For example, they have been successfully applied to the modeling of localized pulse propagation optical fibers and wave guides, to the study of energy relaxation in solids, to the behavior of amorphous material, to the modeling of self-trapping of vibrational energy in proteins or studies related to the denaturation of the NSD double strand [5].
Particularly, they have been successfully applied to the modeling of localized pulse propagation in optical fibers and wave guides, to the study of energy relaxation in solids, to the behavior of amorphous material, to the modeling of self-trapping of vibrational energy in proteins or studies related to the denaturation of the DNA double strand (see [4 6] and the references therein).
Including seminal contributions from Gierer and Meinhardt in the 1970s, a large body of literature subsequently developed the modeling of self-organizing biological patterns, based on reaction diffusion theory (see refs (5− 8)).
The highly interactive course used the content of the CDSMP, and included a) guided mastery of skills through weekly action planning and feedback of progress, b) modeling of self-management behaviors and problem-solving strategies, and c) social persuasion through group support and guidance for individual self-management efforts [ 16] ].
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com