It was found that the macro and meso structures exhibit a similar behavior in both systems.
This study investigated two aspects: how the FC affects the geometry of the material fabric on the meso-scale, which is constituted of meso-structures; and, the way the meso-structures affect the FC's behavior.
In long-term deactivation, the metal deposition plays a more important role in blocking the internal micro- and meso-structures and in building up the external layer of the pellets.
Mechanical connection of composite is critical due to its complicated meso-structure and failure mode, which has become a bottleneck on reliability of composite material and structure.
Results show that the specimen size has great impact on meso-structure and mechanical property, while the influence of aggregate volume fraction can be neglected.
Owing to the ordered meso-structure and nitrogen doping, the N-OMCS materials, when used as supercapacitor electrodes, delivers a high specific capacitance of 288 F g−1 at a current density of 0.1 A g−1.
As it is too complicated to adopt traditional methods to represent this relation, in order to better understanding the influence of meso-structure change on mechanical property, fractal theory is introduced to explore the relationship, with the main focus on the characteristics of the concrete meso-structure and its influence on mechanical property.
Although they function as regional intermediate structures between the central office and the hospital, these "meso" structures are often integral parts of the health authority/department and are not separately incorporated entities.
The effects of processing have been discussed at different levels: influence on the micro-structure (porosity and mean free path) and meso-structure (reinforcement and matrix distribution), changes in the matrix properties as well as in the fiber/matrix interface.
The results demonstrate that the SiO2@GA composites are in meso-macoporous structures and present large surface area (SBET = 396.9 m2 g−1) and high pore volume (Vp = 0.67 cm3 g−1).
In this review, it is demonstrated that, based on the energy-minimization multi-scale (EMMS) model, the multi-scale computational fluid dynamics (CFD) for gas solid systems has reasonably accounted the effects of meso-scale structures and hence upgraded both computational efficiency and accuracy significantly.
