Titlebook: Mathematical and Computational Approaches in Advancing Modern Science and Engineering; Jacques Bélair,Ian A. Frigaard,Raymond J. Spiteri C

conscience

On the Problem of Similar Motions of a Chain of Coupled Heavy Rigid Bodiesass of particular solutions of the equations of chain’s motion. The new class describes the chain’s motions under which all bodies move similar to each other. We establish conditions for existence of the new solutions and show how the equations of motion can be reduced to quadratures in the case whe

handle

On Stabilization of an Unbalanced Lagrange Gyrostatw the existence of the following stabilization effect: for a gyrostat that is in its unstable equilibrium position, there is another gyrostat such that, when the two of them are coupled to form this chain, the rotation of the latter gyrostat can be used to stabilize the equilibrium of the former one

nutrients

头脑冷静

Symmetry-Breaking Bifurcations in Laser Systems with All-to-All Couplingled through their optical fields with delay arising from the finite propagation time of the light from one laser to another. As a consequence of the coupling structure, the resulting system of delay differential equations is equivariant under the symmetry group .. ×... Since symmetry gives rise to e

nonplus

Effect of Jet Impingement on Nano-aerosol Soot Formation in a Paraffin-Oil Flame are investigated numerically. In this regard, we use a two-equation .-. turbulence model, a PAH-inception two-equation soot model, a detailed chemical kineticconsisting of 121 species and 2613 elementary reactions, and steady flameletcombustionmodel. We take into account the turbulence-chemistry in

浮夸

Computational Aspects of Solving Inverse Problems for Elliptic PDEs on Perforated Domains Using the oretical results that provide relationships between the problem on the perforated domain and the same problem on the corresponding unperforated/solid domain. The results establish that we can approximate the solution of the inverse problem on the perforated domain by instead solving the inverse prob

Irascible

Dynamic Boundary Stabilization of a Schrödinger Equation Through a Kelvin-Voigt Damped Wave Equationon performs as adynamic feedback controller. We show that the system operator generates a ..-semigroup of contractions in the energy state space, and the system is well-posed. By detailed spectral analysis, we know that the spectral of the system operator composes of two parts, point spectrum and co

Anthrp

Molecular-Dynamics Simulations Using Spatial Decomposition and Task-Based Parallelismes the spatial decomposition method using message passing with a task-based, threaded approach for the parallelization of the workload. Benchmark simulations on a multi-core system and an Intel Xeon Phi co-processor show that the hybrid algorithm provides better performances than the message-passing

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