To make use of these materials for fundamental or applied research, access to well-defined NPs samples whose properties can be "tuned" through chemical modification is necessary.
Such molecularly designed carbons are not only ideal model materials for fundamental science but also emerge in applications with until now unattained functionality.
These eECMs often enable decoupled control over multiple material properties for fundamental studies of cell matrix interactions.
The monolith and oriented macroporous architecture with its good hydrothermal stability could make it as an interesting material platform for fundamental studies of the structure properties correlation and the special applications.
Battery active materials are evaluated using numerous material characterization techniques for fundamental understanding, comparative analysis during research and development, and for quality control during manufacturing.
Colloidal nanocrystals are an important class of functional materials for both fundamental studies and practical applications due to their remarkable properties and excellent solution processability [1 3].
A simple model of the CNTs density and elastic modulus within the PNC, accounting for fundamental material properties, geometry, and interactions, is developed, capable of predicting CNT contributions in the PNCs.
This background serves as the basis for a discussion of early breakthroughs and recent key developments in the endeavour to develop nanostructured materials as smart interfaces for fundamental cellular studies, tissue engineering and regenerative medicine.
These studies investigated key factors to enhance tissue material interactions fundamental for the design of bioactive devices and future biomedical applications.
Since most often, physical processes of interest are lost due to simplifications required for attainment of analytical approximation, numerical methods such as finite difference (FD), finite element (FE) and boundary element (BE) are extensively used in analyses of fracture problems involving material and geometric non-linearities, for fundamental understanding of the basic physical problem.
