Estudo da dinâmica de partículas confinadas fluindo em sentidos contrários

Abstract

In this work a computational study was made to understand how the potential of interaction with a system of particles can influence the progress in its system. In confined particle systems flowing toward contraction is what has increased the risk of carrying an orderly state with zero fluency, the results were revealed in the Dirk Helbing article titled Heating Freezing in a Mesoscopic Powered System. In this case, the freezing phenomenon can be called freezing by heating, it can be more than a year with the same effect of temperature, and in this case, with higher total energy. In this work we apply a system that provides two distinct impulses, polynomial potential and Yukawa potential, where the former has a higher growth with decreasing distance. We thus conclude with the best sources of energy to establish a solid state when interacting through a potential that has a higher growth for the short-range interactions. Another example of order studied this work is called kepp-left, where it simulates the behavior of pedesthes in questions of extreme panger (amplitude of somence sound). For this type of end phenomenon, we conclude that an asymmetric wave can be made two bands of continuous motion where the flow is not maintained. It is determined that this example can be reproduced in specific situations directly from asymmetric confinement screens and environmental density.