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Well-posedness and general decay of a nonlinear damping porous-elastic system with infinite memory
, 2020In the present work, we consider a one-dimensional porous-elastic system with infinite memory and a nonlinear damping term. We establish the well-posedness of the system using semigroup theory and show the general decay for the case of nonequal speeds of
H. Khochemane+3 more
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On the decay of correlations in the generalized spherical model
Journal of Physics A: Mathematical and General, 1999Summary: We point out that the generalized spherical model, as a limit of the isotropic \(n\)-vector model, inherits a natural separation into longitudinal and transverse spin projections with respect to the direction of the external field (or spontaneous magnetization), which are distributed in the limit as two independent Gaussian scalar spin systems
N Angelescu, G Costache, M Bundaru
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Decay of Conservation Laws and Their Generating Functions
Acta Applicandae Mathematicae, 1995The paper deals with decay velocity of the quantities which are conserved in absense of dissipation. The decay velocity (or the ``balance law'') may be found explicitly using the generating function of the conservation law. The general approach is illustrated by a certain system of MHD equations for incompressible magnetofluids.
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New general decay results for a Moore–Gibson–Thompson equation with memory
Applicable Analysis, 2020In this paper, we consider the Moore–Gibson–Thompson equation with a memory term in the subcritical case, which arises in high-frequency ultrasound applications accounting for thermal flux and molecular relaxation times.
Wenjun Liu, Zhi-Jing Chen, Dongqin Chen
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International Journal of Systems Science, 2020
This paper aims to provide a new framework to study the general decay synchronisation analysis of a class of fuzzy neural networks with discontinuous activations, discrete and distributed time-delays.
F. Kong, Quanxin Zhu
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This paper aims to provide a new framework to study the general decay synchronisation analysis of a class of fuzzy neural networks with discontinuous activations, discrete and distributed time-delays.
F. Kong, Quanxin Zhu
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IEEE Transactions on Cybernetics, 2020
A new type of asymptotic stability for nonlinear hybrid neutral stochastic systems with constant delays was investigated recently, where the criteria depended on the delays’ sizes.
Lichao Feng+4 more
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A new type of asymptotic stability for nonlinear hybrid neutral stochastic systems with constant delays was investigated recently, where the criteria depended on the delays’ sizes.
Lichao Feng+4 more
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Decaying grid-generated turbulence in a rotating tank [PDF]
The decay of initially three-dimensional homogeneous turbulence in a rotating frame is experimentally investigated. Turbulence is generated by rapidly towing a grid in a rotating water tank, and the velocity field in a plane perpendicular to the rotation axis is measured by means of particle image velocimetry. During the decay, strong cyclonic coherent
Morize, C., Moisy, Frederic, Rabaud, M.
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The effect of fibrin(ogen) on thrombin generation and decay
Thrombosis and Haemostasis, 2014SummaryDefibrination causes a ~30% decrease of thrombin generation (TG) which can be restored by adding native fibrinogen in its original concentration (3 mg/ml). The fibrinogen variant γA/γ′, which binds thrombin with high affinity, is over four times more efficient in this respect than the more common γA/γA form.
Rob Wagenvoord+2 more
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Zeitschrift für Angewandte Mathematik und Physik, 2023
F. Tahamtani+2 more
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F. Tahamtani+2 more
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Rare Decays and the Fourth Generation
Annals of the New York Academy of Sciences, 1989Rare decays are quite sensitive1 to physics beyond the Standard Model (SM), due to the effects of virtual, new, heavy particles (i.e., a fourth generation, SUSY, charged Higgs, E6 exotic fermions,…). These new contributions can either enhance or suppress (sometimes quite substantially) the rates for rare processes compared to the corresponding SM ...
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