Results 1 to 10 of about 18,440 (267)
Damping Studies on PMLG-Based Wave Energy Converter under Oceanic Wave Climates
Wave energy converters (WECs), which are designed to harvest ocean wave energy, have recently been improved by the installation of numerous conversion mechanisms; however, it is still difficult to find an appropriate method that can compromise between ...
Yue Hong +4 more
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Nonlinear Wave Evolution in Interaction with Currents and Viscoleastic Muds
A numerical model is extended to investigate the nonlinear dynamics of surface wave propagation over mud in the presence of currents. A phase-resolving frequency-domain model for wave-current interaction is improved to account for wave modulations due to
Elham Sharifineyestani, Navid Tahvildari
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Pseudospectra of the Damped Wave Equation with Unbounded Damping [PDF]
We analyze pseudospectra of the generator of the damped wave equation with unbounded damping. We show that the resolvent norm diverges as $\Re z \to - \infty$. The highly non-normal character of the operator is a robust effect preserved even when a strong potential is added.
Ahmet Arifoski, Petr Siegl
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On the passage of the wave along the rod [PDF]
The article is devoted to the problem of wave damping in elastic media. This study can be of great practical application for use in systems for damping vibration effects, including those caused by shock waves, as well as for damping vibrations caused by ...
Karakozova Anastasia
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Influence of the upper gravity-wave damping layer on precipitation over complex terrain
The upper boundary condition of a numerical model can significantly influence the model prediction results. This study used the Weather Research and Forecasting model to introduce the Rayleigh damping layer in the complex terrain of southern Gansu, China.
H. X. Duan +12 more
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This paper considers the issue of using non-reflective boundaries for surface wave simulations within the framework of three-dimensional Navier–Stokes equations.
Andrey Kozelkov +5 more
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Models for Damped Water Waves [PDF]
In this paper we derive some new weakly nonlinear asymptotic models describing viscous waves in deep water with or without surface tension effects. These asymptotic models take into account several different dissipative effects and are obtained from the free boundary problems formulated in the works of Dias, Dyachenko and Zakharov (Physics Letters A ...
Rafael Granero-Belinchón +1 more
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Propagation of pore pressure and stress in water-saturated elastic porous media is theoretically investigated when considering the Darcy-Brinkman law. The wave mode, phase velocity, phase lag, damping factor, and characteristic frequency are found from ...
Duoxing Yang, Lianzhong Zhang
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Damping of Epidemic Waves [PDF]
Not ...
Wilson, Edwin B., Worcester, Jane
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4.2 Biological and Vascular Contributors to Cerebral Pulsatility and Pulsatile Damping
Cerebral pulsatility is an emerging contributor to brain health that reflects the balance between the transmission and damping (i.e. attenuation) of pulsatility through extracranial vessels into the cerebrovasculature.
Wesley Lefferts +4 more
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