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"The breakthroughs of these three scientists allowed massive progress to be made in understanding and calculating the properties of many material systems.
Many material systems of DMSs, such as ZnO, TiO2, SnO2, In2O3, GaAs, and also GeMn[2 5], have been widely studied.
Such behavior is observed in many material systems such as organic films [119 123], chalcogenides [124 126], metal oxides [127 129], dielectric oxides [130 132], perovskites [133 136], etc.
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The latter is a feature of many materials systems and makes accurate numerical simulations challenging.
Nevertheless, for many materials systems like polymer nanocomposites, only 2D microstructural images are available even with the state-of-the-art imaging techniques.
However, key challenges exist in many aspects of ICME framework, such as the lack of diffusion/mobility databases for many materials systems, limitation of current microstructural modeling capability and integration tools for simulation codes of different length scales.
The hierarchical length scale bridging methodology employed here for a polymer based composite has applications for many other material systems.
Although NWs with low defect density have been reported, many NW material systems suffer from various types of planar defects, predominantly rotational twins and twinning superlattices, alternating zinc-blende (ZB /wurtzite polytypes, as well as point defects [9 12].
Under the umbrella of concurrent engineering, many materials selection systems have been developed using computer software packages like expert system, analytical hierarchy process, neural network, and fuzzy logics.
Time temperature equivalence is a phenomenon common to many time-dependent material systems.
For many thin-film material systems, the transition between amorphous and crystalline can be accomplished by changing the temperature of deposition; the crystalline phase being favored by higher deposition temperatures.
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