Titlebook: 13th Chaotic Modeling and Simulation International Conference; Christos H. Skiadas,Yiannis Dimotikalis Conference proceedings 2021 The Edi

GULP

A. Greinen,H. K. Müller-Hermelinkned in modulated channels and a periodic pumping moves back and forth the fluid without net displacement. Using numerical simulation and bifurcation analysis tools, we show the existence of particle drift under the Stokes assumption of the fluid flow. For specific parameter ranges, the particle tran

evanescent

A. Greinen,H. K. Müller-Hermelinkt years, designing and proposing new and higher dimensional chaotic systems become an increased tendency in particular for chaotic systems applied in network security domain. In this paper, we propose a new 4-dimension chaotic map with four (04) control parameters and five (05) non-linear terms. The

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I. Becker,K. F. Becker,H. Höfler solid renders the flow characteristics and vortex field sophisticated. In this paper, we employ the GPU-accelerated Lattice Boltzmann Method to study the process of multiphase flow past a 2-D cylinder. The drag force components induced by continuous and dispersed phase respectively as well as the t

DIKE

Demulcent

A. Greinen,H. K. Müller-Hermelinkosephson element is capable to reveal the electromagnetic field, thermal noise is to be quantified by means of signal theory, as a confounding factor that limits the detection. We show how the decision problem can be embedded in the frame of signal detection. As a consequence, the optimization of th

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restrain

G. Breves,K. Mendelin,A. Benderial conditions are studied. It is assumed that the interaction of populations occurs in limited areas, estimated by corresponding ellipsoids. The possible presence of uncertainty or errors in determining the parameters of these ellipsoids and the uncertainty in the initial conditions of the moving o

mosque

伤心

https://doi.org/10.1007/978-3-642-59994-1cal applications are given. Precisely, the mathematical concept of atomicity (and, particularly, that of minimal atomicity) is extended, based on the non-differentiability of the motion curves associated to the motions of the structural units of a complex system on a fractal manifold.

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