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Certain aspects of applying Newton's method to the Navier-Stokes equationsNew effective method for inverting the Fŕechet derivative of nonlinear mapping corresponding

Possible solutions of inverse dynamical problems with regards for nonlinear constraint stabilization functionBaumgarte's method of constraint stabilization can be applied to find a stable numerical solution

Research of Influence of Soil Strength Failure on the Initial Seismic Action Transformation was made in LS-DYNA software package by a direct dynamic method with integration of motion equations using

Anomalous Electron Transport in One-Dimensional Electron Cyclotron Drift Turbulence applications, this instability leads to the excitation of quasicoherent nonlinear wave resulting

Dynamical behavior of solitons in the Landau-Ginzburg-Higgs equation by using efficient techniquesThis paper investigates the dynamics of the nonlinear Landau-Ginzburg-Higgs equation within

Design and computer research of a nonlinear stochastic models describing the dynamics of interacting populationsThe construction of nonlinear three-dimensional models of interconnected communities number

Method for modeling dynamic modes of nonlinear control systems for thermoelectric modules (TES) is determined by the significantly nonlinear characteristics of Peltier elements in a wide range

Nonlocal heat transfer in two-dimensional Lennard-Jones crystal: Application of the molecular dynamics method is considered in the frame of molecular dynamics method. Calculations of heat flux, its time derivative

ESTIMATION OF SOCIO-ECONOMIC SYSTEMS DYNAMIC PROCESSES BY METHODS OF NONLINEAR TIME SERIES ANALYSISThe necessity of using fractal analysis tools of data reflecting the dynamics of socioeconomic

Общая динамика машин А. А. Андронова как основа нелинейной электромеханикиThe problem of non-linear electromechanics construction, as electric machines theory, based on non-linear

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