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A systems-theoretic understanding of such systems often requires integrating across many such length and timescales, for which we apply many different mathematical techniques.
The "doing" lessons involve improving the capacity of the research community to put its understanding of such systems into practice.
Mechanics plays an indispensable role in the fundamental understanding of such systems.
Finally, a flow map or phase diagram was proposed in the present study as a useful reference for designers of inclined pneumatic conveying systems and a means for a better understanding of such systems.
However, the effects of droplet collision (with other droplets and the chamber walls), three-dimensionality, injector dynamics, and the wall heat transfer should next be considered to help improve design and understanding of such systems.
This makes molecular modelling absolutely crucial for the fine understanding of such systems.
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Understanding the roles of such systems is a first step in developing and employing the appropriate system capabilities and functions.
The mathematical modeling of ecosystems has contributed much to the understanding of the dynamics of such systems.
The objective of this study is to gain an understanding of the behavior of such systems so that we can find a way to maximize the system throughput while maintaining the required customer service level.
This study focusses on understanding the dynamical behavior of such systems by considering the effects of the bounded fluid housed in a casing on a rotating disc.
To improve on the understanding of the behaviour of such systems and to evaluate design parameters, full-scale measurements were carried out.
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