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Markov Models of Coarsening in Two-Dimensional Foams with Edge Rupture
We construct Markov processes for modeling the rupture of edges in a two-dimensional foam. We first describe a network model for tracking topological...
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Inducing Flow Instabilities in Aneurysm Geometries via the Reynolds-Orr Method
Ruptured intracranial aneurysms are the leading cause of hemorrhagic strokes. Although intracranial aneurysms are prevalent in as much as 4% of the...
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The Asymptotic Stability of Phase Separation States for Compressible Immiscible Two-Phase Flow in 3D
This paper is concerned with a diffuse interface model called Navier-Stokes/Cahn-Hilliard system. This model is usually used to describe the motion...
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Lattice Boltzmann study of the interaction between a single solid particle and a thin liquid film
The isothermal single-component multi-phase lattice Boltzmann method (LBM) combined with the particle motion model is used to simulate the detailed...
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Interaction of Plane Strain Waves in a Heteromodular Elastic Half-Space at the Stage of Forced Stop** of Its Boundary after Uniaxial Tension–Compression
AbstractThe evolution of the wave pattern in a multimodulus elastic half-space with a boundary moving in nonstationary uniaxial piecewise linear...
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Combined Numerical/Experimental Analysis for Intracranial Aneurysms in a Computational Hemodynamics Patient-Specific Framework
During the past decades, computational fluid mechanics has been pointed as a preferred tool to improve the understanding of vascular diseases. In...
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Mathematical Modeling of Embolization of Arteriovenous Malformations with Overflows on the Basis of the Two-Phase Filtering
AbstractArteriovenous malformation (AVM) is a congenital pathology of the development of brain vessels in which the arterial and venous blood beds...
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Peridynamic Modeling of Creep
This chapter presents the nonordinary state-based (NOSB) peridynamic (PD) modeling of creep deformation under quasi-static loading conditions. The...
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Earthquakes, Critical Phenomena, and Percolation
Earthquakes are one of the most complex phenomena in nature. Their occurrence, especially when their magnitude is large, has important economical and...
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Earthquakes—Management of Threats: A Holistic Approach
Seismic risk assessment tools provide reliable information and near-real-time ground-motion and damage estimates in the aftermath of an earthquake....
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Numerical Simulation of the Interaction of a Shock Wave with a Permeable Granulated Layer
Solutions to the problems of the action of plane shock waves on a deformable granular layer are obtained. The transformation of waves when passing...
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Optimum Design of BRB Frame Based on Drift Uniformity, Structure Weight, and Seismic Parameters Using Nonlinear Time History Analysis
Buckling-restrained braces (BRBs) are one of the popular seismic-resistant structural systems. The cross-sectional area and length of the BRB is one...
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Nonlinear Computational Crack Analysis of Flexural Deficit Carbon and Glass FRP Wrapped Beams
Large numbers of reinforced concrete (RC) beams all over the world, especially in the earthquake prone regions in India, have undergone severe...
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A multiphase model of growth factor-regulated atherosclerotic cap formation
Atherosclerosis is characterised by the growth of fatty plaques in the inner artery wall. In mature plaques, vascular smooth muscle cells (SMCs) are...
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High-Performance Computing as a Key to New Insights into Thermodynamics
High-performance computing plays an increasing role in engineering since it allows for the investigation of problems on multiple scales. Outstanding...
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Studies on Resistive Switching of Cu/Ta2O5/Pt Devices for Non-volatile Memory Application
In recent times, memory devices based on resistive switching (RS) phenomena in dielectric materials have become a strong contender for the futuristic...
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Modeling the Gas Liquid Interface of Falling Film Reactors in Fully Developed Flow Regime
In falling film reactors, the time scale of reaction is typically faster than the time scale of the mass transfer; hence the overall efficiency of...
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Analytical solution for the stress field of hierarchical defects: multiscale framework and applications
Hierarchical defects are defined as adjacent defects at different length scales. Involved are the two scales where the stress field distribution is...
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Similarity solution for magnetogasdynamic spherical shock wave in a self-gravitating non-ideal radiating gas using lie invariance method
In this article, a mathematical model describing the unsteady adiabatic flow of spherical shock waves in a self-gravitating, non-ideal radiating gas...
