BENCHMARK SOLUTIONS FOR TSUNAMI WAVE FRONTS AND RAYS. PART 1: SLOPING BOTTOM TOPOGRAPHY by Andrey G. Marchuk

“…The distribution of wave-height maxima calculated in an area with a sloping bottom is compared to that obtained with a shallow-water model.…”
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Computation of energy for diapycnal mixing in the Baltic Sea due to internal wave drag acting on wind-driven barotropic currents by Nohr Christian, Gustafsson Bo G.

“…In this paper, a parameterization of the internal wave drag forces on barotropic motion is developed and implemented into a two-dimensional shallow water model of the Baltic Sea. The model is validated against observed sea levels. …”
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Modified froude criterion in modeling two-phase flows in a steel ladle by J. Pieprzyca, T. Merder

“…The article presents the results of experiments carried out with the application of the steel ladle water model, with the use of various modifications of Froude criterion. …”
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Using Micromechanical Resonators to Measure Rheological Properties and Alcohol Content of Model Solutions and Commercial Beverages by Bart W. Hoogenboom, Anna Dejardin, Jake Stinson, Rosemary Paxman, Rachel A. McKendry

“…Here we explore the accuracy in measuring mass density and viscosity of ethanol-water and glycerol-water model solutions, using a simple and easily implemented model to deduce the hydrodynamic effects on resonating cantilevers of various length-to-width aspect ratios. …”
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Molecular dynamics study of aqueous uranyl in hydrophilic mesoporous confinement: the case of slit-like pore in amorphous silica by T.Patsahan, M.Holovko

“…Calculations are performed for the flexible SPC/E water model in the atomistically detailed pores with sizes in the range of 2.0-5.0 nm. …”
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Institute of Computational Mathematics and Mathematical Geophysics, Siberian Division of Russian Academy of Sciences, Novosibirsk, Russia by An. G. Marchuk

“…The distribution of the wave-height maxima in the area with such a bathymetry is compared to that obtained with a shallow-water model. All the exact solutions obtained can be used for testing numerical algorithms.…”
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Thermodynamic integration from classical to quantum mechanics. by Habershon, S, Manolopoulos, D

“…We then show that our method can be used to calculate the quantum mechanical contributions to the free energies of ice and water for a flexible water model, a problem for which the established method is unstable.…”

A refined ring polymer contraction scheme for systems with electrostatic interactions by Markland, T, Manolopoulos, D

“…Here, we introduce an efficient way to perform this decomposition for systems with electrostatic interactions and illustrate the method with an application to a flexible water model. In the limit of large system size, where the calculation of long-range forces dominates, the present method enables path integral simulations of liquid water to be performed with less than twice the computational effort of classical molecular dynamics simulations. © 2008 Elsevier B.V. …”

Modeling soil water flow in Python and Excel by Teh, Christopher Boon Sung

“…Build a complete and working soil water model in either Python or Microsoft Excel. With this book, you will: understand how and why water flows in the soil and what factors affect its flow; how the soil water flow can be described as a set of mathematical equations; and how these equations can be implemented into a computer program in Python language and in Excel to simulate the vertical soil water flow. …”
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Pressure dependence of solvation of non-polar solute in simple model of water by T. Urbic

“…In this study a simple two-dimensional Mercedes-Benz (MB) water model was used in NPT Monte Carlo simulations. …”
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Emergency condition of the operation of a non-symmetric tundish by T. Merder, J. Pieprzyca

“…The tests were carried out with the use of the water model of the continuous casting (CC) machine equipped with an asymmetrical, three-strand tundish model, made on a reducing scale. …”
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Nonlinear mechanism of tsunami wave generation by atmospheric disturbances by E. Pelinovsky, E. Pelinovsky, T. Talipova, A. Kurkin, C. Kharif

“…The simplified linear and nonlinear shallow water models are derived, and their analytical solutions for a basin of constant depth are discussed. …”
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Power and thrust capping of tidal stream turbines: a case study of the Pentland Firth by Wang, T, Adcock, TAA

“…In this paper we examine this using a 2D shallow water model of tidal hydrodynamics of the Pentland Firth. …”

Evaluating critical rainfall conditions for large-scale landslides by detecting event times from seismic records by H.-L. Kuo, G.-W. Lin, C.-W. Chen, H. Saito, C.-W. Lin, H. Chen, H. Chen, W.-A. Chao

“…In addition, rainfall information related to the 62 landslides was analyzed to establish a critical height of water model, (<i>I</i> − 1.5) ⋅ <i>D</i> = 430.2. The critical height of water model was applied to data from Typhoon Soudelor of 2015, and the model issued a large landslide warning for southern Taiwan.…”
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A passive flow separation approach for reducing slamming loads on large catamarans: experimental investigation by Ahmed Abdel Wahab Swidan, Giles Thomas

“…The water impact facility allows the water/model interaction to occur at relatively highvelocities up to 10m/s and with two angles of trim, e.g. 0° and 5°. …”
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Physical modeling of oscillation effect on fluid flow in mold by H. J. Wu, Y. Xu, Z. R. Huo, F. Yue, P. Y. Lu

“…Based on the similarity principle and the boundary layer theory, a full-scale water model experiment was carried out. Oscillation affected more on fluctuation than surface velocity. …”
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The first mathematical models of dynamic meteorology: The Berlin prize contest of 1746 by Joseph Egger, Joachim Pelkowski

“…D’Alembert formulated a shallow water model for the first time in his prize-winning contribution and attempted to calculate tidal motions within the fluid layers. …”
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Numerical analysis of the non-metallic inclusions distribution and separation in a two-strand tundish by T. Merder, M. Warzecha

“…First, flow structure in the tundish was investigated using water model of the industrial tundish in a 1:2 scale. …”
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A mixed finite-element discretisation of the shallow-water equations by J. Kent, T. Melvin, G. A. Wimmer

“…<p>This paper introduces a mixed finite-element shallow-water model on the sphere. The mixed finite-element approach is used as it has been shown to be both accurate and highly scalable for parallel architecture. …”
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Machine learning coarse grained models for water by Henry Chan, Mathew J. Cherukara, Badri Narayanan, Troy D. Loeffler, Chris Benmore, Stephen K. Gray, Subramanian K. R. S. Sankaranarayanan

“…Here the authors develop a machine-learned coarse-grained water model to elucidate the ice nucleation process much more efficiently than previous models.…”
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