Beginning with wooden models of wave patterns made by Micronesian seafarers, the exhibition eventually leads into a consideration of photography and everyday memorabilia, including souvenirs.
Bassi, A., Lochan, K., Satin, S., Singh, T. P. & Ulbricht, H. Models of wave-function collapse, underlying theories, and experimental tests.
Absorbing boundary conditions are needed for computing numerical models of wave motions in unbounded spatial domains.
They have been introduced for electromagnetic waves and extended, since then, to other models of wave propagation, including waves in elastic anisotropic media.
In this study, physical and artificial neural network (ANN) models of wave height within a harbor were performed, and their results were compared for Trabzon Yacht Harbor, Turkey.
Both numerical models of wave propagation using a k-wave approach and hydrophone measurements showed similar pressure waveforms at the focus and the distributions along and transverse to the lithotripter axis.
Since path effects are governed by lithospheric inhomogeneities, they can be quantitatively estimated using appropriate physical models of wave propagation in inhomogeneous media.
By contrast, the three elastic moduli we report can be readily used in models of wave propagation in the cochlea to further our knowledge of the hearing process.
The modelling of waves associated with extreme events is fundamental to coastal engineering design and coastal vulnerability assessments.
The shallow water equations are applicable to many common engineering problems involving modelling of waves dominated by motions in the horizontal directions (e.g. tsunami propagation, dam breaks).
