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  1. Circuit design and image encryption of CNN chaotic system based on memristor

    A new general-purpose voltage-controlled memristor with a fourth power term is designed in this paper. Based on this memristor, a new...

    Jie Zhang, Enze Liu in The European Physical Journal B
    Article 14 July 2024

  2. Computer Simulations of the Electric Double Layer

    We describe the Lekner–Sperb summation technique used to calculate the Coulomb interaction in 2D periodic systems, and discuss in detail the methods...
    André G. Moreira, Roland R. Netz in Novel Methods in Soft Matter Simulations
    Chapter

  3. Molecular Dynamics of Complex Systems: Non-Hamiltonian, Constrained, Quantum-Classical

    A theoretically sound and computationally tractable treatment for non-Hamiltonian molecular dynamics is needed for simulations of complex systems....
    Giovanni Ciccotti, Galina Kalibaeva in Novel Methods in Soft Matter Simulations
    Chapter

  4. Reverse Non-equilibrium Molecular Dynamics

    We review non-equilibrium methods for calculating transport coefficients with emphasis on the reverse non-equilibrium molecular dynamics (RNEMD)...
    Florian Müller-Plathe, Patrice Bordat in Novel Methods in Soft Matter Simulations
    Chapter

  5. Mesoscopic Multi-particle Collision Model for Fluid Flow and Molecular Dynamics

    Several aspects of modeling dynamics at the mesoscale level are discussed: (1) The construction of a mesoscopic description of fluid dynamics. The...
    Anatoly Malevanets, Raymond Kapral in Novel Methods in Soft Matter Simulations
    Chapter

  6. On the Reduction of Molecular Degrees of Freedom in Computer Simulations

    Molecular simulations, based on atomistic force fields are a standard theoretical tool in materials, polymers and biosciences. While various methods,...
    Alexander P. Lyubartsev, Aatto Laaksonen in Novel Methods in Soft Matter Simulations
    Chapter

  7. Lattice Boltzmann Modeling of Complex Fluids: Colloidal Suspensions and Fluid Mixtures

    The study of complex fluid dynamics requires development of numerical tools that capture the essentials of the dynamic coupling among the different...
    Ignacio Pagonabarraga in Novel Methods in Soft Matter Simulations
    Chapter

  8. Sato Theory and Transformation Groups. A Unified Approach to Integrable Systems

    More than 20 years ago, it was discovered that the solutions of the Kadomtsev-Petviashvili (KP) hierarchy constitute an infinite-dimensional...
    Ralph Willox, Junkichi Satsuma in Discrete Integrable Systems
    Chapter

  9. Discrete Painlevé Equations: A Review

    We present a review of what is current knowledge about discrete Painlevé equations. We start with a historical introduction which explains how the...
    B. Grammaticos, A. Ramani in Discrete Integrable Systems
    Chapter

  10. Ultradiscrete Systems (Cellular Automata)

    Ultradiscretization is a limiting procedure which allows one to obtain a cellular automaton (CA) from continuous equations. Using this method, we can...
    Tetsuji Tokihiro in Discrete Integrable Systems
    Chapter

  11. Symmetries of Discrete Systems

    In this series of lectures, we review the application of Lie point symmetries, and their generalizations, to the study of difference equations. The...
    Pavel Winternitz in Discrete Integrable Systems
    Chapter

  12. Time in Science: Reversibility vs. Irreversibility

    To discuss properly the question of irreversibility one needs to make a careful distinction between reversibility of the equations of motion and the...
    Yves Pomeau in Discrete Integrable Systems
    Chapter

  13. Some Aspects of Low-Mach-Number External Flows

    In this chapter, we consider first, in Sect. 4.1, a detailed derivation of the Navier–Fourier initial–boundary–value problem for the Navier velocity...
    Radyadour Kh. Zeytounian in Topics in Hyposonic Flow Theory
    Chapter

  14. Aerothermodynamics, Nonlinear Acoustics and the Meteorological Equations

    The study of low-Mach-number flows occurs in the general context of asymptotic modelling of fluid flows, and in a recent book (Zeytounian 2004, Chap....
    Radyadour Kh. Zeytounian in Topics in Hyposonic Flow Theory
    Chapter

  15. Two‐Fluid Approach: Example of Awe's Model

    Two‐fluid descriptions often use explicitly separate treatments for the conservation equations in each fluid, along with expressions for exchange...
    Antoine Llor in Statistical Hydrodynamic Models for Developed Mixing Instability Flows
    Chapter

  16. Conclusion, Future Modeling Trends

    The relevance of this study stands not in the topics that have been discussed, since most of them have already been explored for many years now, but...
    Antoine Llor in Statistical Hydrodynamic Models for Developed Mixing Instability Flows
    Chapter

  17. Comparison of Single and Two‐Fluid Approaches

    The results of the “0D„ analyses gathered in Tables 5.1 and 6.1 and discussed in Sects. 5.3 and 6.2 provide the basis for comparing Dam's к–ε and...
    Antoine Llor in Statistical Hydrodynamic Models for Developed Mixing Instability Flows
    Chapter

  18. Specific Treatment of Shocks: Constraints on Models1

    Before examining the phenomenology of the interaction between a shock and turbulent or material heterogeneities, it is useful to recall that the...
    Antoine Llor in Statistical Hydrodynamic Models for Developed Mixing Instability Flows
    Chapter

  19. 17 Uncertainty as Certaint

    I am trying to make money in the biotech industry from complexity science. And I am doing it with inspiration that I picked up on the edge of...
    Tom Petzinger in Uncertainty and Surprise in Complex Systems
    Chapter

  20. 2 Surprises in a Half Century

    Ilya Prigogine participated early in the organization of our meeting and was invited to give a keynote address. Due to poor health he...
    Ilya Prigogine† in Uncertainty and Surprise in Complex Systems
    Chapter
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