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Multilevel quadrature for elliptic problems on random domains by the coupling of FEM and BEM
Elliptic boundary value problems which are posed on a random domain can be mapped to a fixed, nominal domain. The randomness is thus transferred to...
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A coupling model and ADMM algorithm based on TGV and shearlet regularization term for MRI reconstruction
Motivated by the ideas from two step model and its deformation, we propose a coupling model for MR image reconstruction, based on the advantages of...
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On the Stability of Harmonic Coupling Methods with Application to Electric Machines
Harmonic stator-rotor coupling offers a promising approach for the interconnection of rotating subsystems in the simulation of electric machines....
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Long-time behavior for a non-autonomous Klein–Gordon–Schrödinger system with Yukawa coupling
We consider the global well-posedness of a non-autonomous Klein–Gordon–Schrödinger type system that models a scalar nucleons interacting with neutral...
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Coupling of Bond-Based Peridynamics with Finite Elements in ANSYS
This chapter presents an approach to couple peridynamics (PD) with the finite element (FE) method in a seamless fashion without an overlap zone. The...
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Stability Analysis of Interface Conditions for Ocean–Atmosphere Coupling
In this paper we analyze the stability of different coupling strategies for multidomain PDEs that arise in general circulation models used in climate...
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Exponential stability of a coupling thermoelastic swelling porous system with Coleman–Gurtin heat flux
In this paper, we consider a thermoelastic swelling soils system in which the heat flux q is given by Coleman–Gurtin’s law. Precisely, the heat flux q ...
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Coupling, optimization and the effect of binary relation
With a generalized setting of control functions, the present paper is related with numerous best proximity results. The optimal conditions described...
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A Banach spaces-based mixed-primal finite element method for the coupling of Brinkman flow and nonlinear transport
In this paper we consider a strongly coupled flow and nonlinear transport problem arising in sedimentation-consolidation processes in
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The Well-Posedness and Discontinuous Galerkin Approximation for the Non-Newtonian Stokes–Darcy–Forchheimer Coupling System
We study the non-Newtonian Stokes–Darcy–Forchheimer system modeling the free fluid coupled with the porous medium flow with shear/velocity-dependent...
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Coupling of Waves to Sea Surface Currents Via Horizontal Density Gradients
The mathematical models and numerical simulations reported here are motivated by satellite observations of horizontal gradients of sea surface...
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Analytical treatment of the transient motion of inertial beams attached to coupling inertial resonators
This paper presents, for the first time, an analytical formulation to determine the transient response of an elastic beam possessing distributed...
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Multi-dimensional Simulation of Phase Change by a 0D-2D Model Coupling via Stefan Condition
Considering phase changes associated with a high-temperature molten material cooled down from the outside, this work presents an improvement of the...
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Adaptive time-step control for a monolithic multirate scheme coupling the heat and wave equation
We study the dynamics of a parabolic and a hyperbolic equation coupled on a common interface. We develop time-step** schemes that can use different...
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Shift–Coupling and Maximality
We consider shift-coupling on groups. The theory is based on a key maximality result that does not rely on the group condition.
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Asymptotic modeling of the behavior of a reinforced plate governed by a full von Karman thermo-elastic system with nonlinear thermal coupling
In this paper, we deal with the asymptotic modeling of the behavior of a reinforced rectangular plate with a thin layer of high thermal conductivity....
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Synchronization of bidirection multiple neural networks with impulsive coupling control
This paper is devoted to the study of the global synchronization of multiple neural networks (MNNs) via impulsive coupling control. Compared to...
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Bifurcation in most probable phase portraits for a bistable kinetic model with coupling Gaussian and non-Gaussian noises
The phenomenon of stochastic bifurcation driven by the correlated non-Gaussian colored noise and the Gaussian white noise is investigated by the...
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The analytical interface coupling of arbitrary-order fractional nonlinear hyperbolic scalar conservation laws
In this paper, the existence and uniqueness of the interface coupling ( IC ) of time and spatial ( TS ) arbitrary-order fractional (AOF) nonlinear...
