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Subject multiscale modelling

AyatoUahi, M. R., Shadlou, S., and Shokrieh, M. M., Multiscale modeling for mechanical properties of carbon nanotube reinforced nanocomposites subjected to different types of loading. Composite Structures, 93, 2250-2259 (2011). [Pg.255]

Naturally, these examples are just a brief outline of the subject of representing assemblies with Formal Graphs, which are not limited in number of elementary units. The embedding principle saves a lot of room by allowing one to choose a degree of resolution (depth in the Formal Objects scale) adapted to the problem. The modularity of the tool is an advantage for modeling multiscale processes and complex systems. [Pg.491]

One of the main problems of chemical kinetics is the study of the time evolution of chemical reactions. The quantitative approach to chemical kinetics leads to mathematical models in the form of dynamical systems similar to classical mechanics [1,2]. The spedlic chemical nature of the system appears here often as multiscale time dependence of the solutions of the mathematical problems. This feature occurs whenever fairly complex chemical processes are considered, examples of which are the subject matter of this chapter. [Pg.2]

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See also in sourсe #XX -- [ Pg.81 , Pg.82 , Pg.83 , Pg.84 , Pg.85 , Pg.86 , Pg.87 , Pg.88 , Pg.89 ]



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Model Subject

Multiscale modelling

Multiscale models

Multiscalers

Subject modeling

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