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Chan, R.K.-C. and Street, R.L. | A computer study of finite-amplitude water waves | 1970 | Journal of Computational Physics Vol. 6(1), pp. 68-94 |
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Chen, Q., Kirby, J.T., Dalrymple, R.A., Kennedy, A.B. and Chawla, A. | Boussinesq modeling of wave transformation, breaking, and runup. II: 2D | 2000 | Journal of Waterway, Port, Coastal, and Ocean Engineering Vol. 126(1), pp. 48-56 |
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Clamond, D. and Dutykh, D. | Fast accurate computation of the fully nonlinear solitary surface gravity waves | 2013 | Computers & Fluids Vol. 84, pp. 35-38 |
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Cottet, G.-H. and Koumoutsakos, P.D. | Vortex methods: theory and practice | 2000 | book | DOI | |
Gorban, I.M. | A numerical study of solitary wave interactions with a bottom step | 2015 | Continuous and Distributed Systems. II. Studies in Systems, Decision and Control, pp. 369-387 | inbook | DOI |
Gorban, I.M. and Khomenko, O.V. | Flow control near a square prism with the help of frontal flat plates | 2016 | Studies in Systems, Decision and Control, pp. 327-350 | inbook | DOI |
Gorban, I.M., Korolova, A.C. and Lebid, O.G. | Interaction of surface solitary wave with submerged and semi-submerged breakwaters | 2022 | Precarpathian Bulletin of the Shevchenko Scientific Society ``Number''(17(64)), pp. 118-132 | article | DOI |
Gorban, I.M. and Korolyova, A.S. | Numerical simulation of the interaction of a soliton wave with immersed obstacles | 2021 | Visnyk of Zaporizhzhya National University Physical and Mathematical Sciences(1), pp. 22-32 | article | DOI |
Gorban, I.M. and Lebid, O.G. | Numerical modeling of the wing aerodynamics at angle-of-attack at low Reynolds numbers | 2018 | Modern Mathematics and Mechanics, pp. 159-179 | inbook | DOI |
Gorban, V.O. and Gorban, I.M. | Vortical flow structure near a square prism: numerical model and algorithms of control | 2005 | Applied Hydromechanics Vol. 7(79)(2), pp. 8-26 |
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Grilli, S.T., Losada, M.A. and Martin, F. | Characteristics of solitary wave breaking induced by breakwaters | 1994 | Journal of Waterway, Port, Coastal, and Ocean Engineering Vol. 120(1), pp. 74-92 |
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Han, X. and Dong, S. | Interaction of solitary wave with submerged breakwater by smoothed particle hydrodynamics | 2020 | Ocean Engineering Vol. 216, pp. 108108 |
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Huang, C.-J. and Dong, C.-M. | On the interaction of a solitary wave and a submerged dike | 2001 | Coastal Engineering Vol. 43(3-4), pp. 265-286 |
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Huang, Y. and Zhu, C. | Numerical analysis of tsunami--structure interaction using a modified MPS method | 2014 | Natural Hazards Vol. 75(3), pp. 2847-2862 |
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Huang, Z., Li, Y. and Liu, Y. | Hydraulic performance and wave loadings of perforated/slotted coastal structures: A review | 2011 | Ocean Engineering Vol. 38(10), pp. 1031-1053 |
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Isaacson, M., Baldwin, J., Premasiri, S. and Yang, G. | Wave interactions with double slotted barriers | 1999 | Applied Ocean Research Vol. 21(2), pp. 81-91 |
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Isaacson, M., Premasiri, S. and Yang, G. | Wave interactions with vertical slotted barrier | 1998 | Journal of Waterway, Port, Coastal, and Ocean Engineering Vol. 124(3), pp. 118-126 |
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Ketabdari, M.J., Kamani, N. and Moghaddam, M.H. | WCSPH simulation of solitary wave interaction with a curtain-type breakwater | 2015 | Vol. 1648AIP Conference Proceedings, pp. 770006 |
inproceedings | DOI |
Kim, J., Pedersen, G.K., Løvholt, F. and LeVeque, R.J. | A Boussinesq type extension of the GeoClaw model -- a study of wave breaking phenomena applying dispersive long wave models | 2017 | Coastal Engineering Vol. 122, pp. 75-86 |
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Koshizuka, S., Nobe, A. and Oka, Y. | Numerical analysis of breaking waves using the moving particle semi-implicit method | 1998 | International Journal for Numerical Methods in Fluids Vol. 26(7), pp. 751-769 |
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Kotelnikova, A.S., Nikishov, V.I. and Srebnyuk, S.M. | On the interaction of surface solitary waves and underwater obstacles | 2012 | Reports of the National Academy of Sciences of Ukraine(7), pp. 54-59 | article | |
Koumoutsakos, P., Leonard, A. and Pépin, F. | Boundary conditions for viscous vortex methods | 1994 | Journal of Computational Physics Vol. 113(1), pp. 52-61 |
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Kriebel, D.L. | Vertical wave barriers: wave transmission and wave forces | 1992 | Vol. 1(23)Coastal Engineering Proceedings, pp. 1313-1326 |
inproceedings | DOI |
Lamb, H. | Hydrodynamics | 1932 | book | ||
Li, Y. and Raichlen, F. | Energy balance model for breaking solitary wave runup | 2003 | Journal of Waterway, Port, Coastal, and Ocean Engineering Vol. 129(2), pp. 47-59 |
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Lin, C., Ho, T.-C., Chang, S.-C., Hsieh, S.-C. and Chang, K.-A. | Vortex shedding induced by a solitary wave propagating over a submerged vertical plate | 2005 | International Journal of Heat and Fluid Flow Vol. 26(6), pp. 894-904 |
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Lin, M.-Y. and Huang, L.-H. | Vortex shedding from a submerged rectangular obstacle attacked by a solitary wave | 2010 | Journal of Fluid Mechanics Vol. 651, pp. 503-518 |
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Lin, P. | A numerical study of solitary wave interaction with rectangular obstacles | 2004 | Coastal Engineering Vol. 51(1), pp. 35-51 |
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Lin, P. and Liu, P.L.-F. | A numerical study of breaking waves in the surf zone | 1998 | Journal of Fluid Mechanics Vol. 359, pp. 239-264 |
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Liu, P.L.-F. and Al-Banaa, K. | Solitary wave runup and force on a vertical barrier | 2004 | Journal of Fluid Mechanics Vol. 505, pp. 225-233 |
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Lo, D. and Young, D. | Arbitrary Lagrangian--Eulerian finite element analysis of free surface flow using a velocity-vorticity formulation | 2004 | Journal of Computational Physics Vol. 195(1), pp. 175-201 |
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Losada, M.A., Vidal, C. and Medina, R. | Experimental study of the evolution of a solitary wave at an abrupt junction | 1989 | Journal of Geophysical Research: Oceans Vol. 94(C10), pp. 14557-14566 |
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Madsen, O.S. and Mei, C.C. | The transformation of a solitary wave over an uneven bottom | 1969 | Journal of Fluid Mechanics Vol. 39(4), pp. 781-791 |
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Madsen, P.A., Murray, R. and Sørensen, O.R. | A new form of the Boussinesq equations with improved linear dispersion characteristics | 1991 | Coastal Engineering Vol. 15(4), pp. 371-388 |
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Monaghan, J.J. | Simulating free surface flows with SPH | 1994 | Journal of Computational Physics Vol. 110(2), pp. 399-406 |
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Rageh, O.S. and Koraim, A.S. | Hydraulic performance of vertical walls with horizontal slots used as breakwater | 2010 | Coastal Engineering Vol. 57(8), pp. 745-756 |
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Ren, Y., Luo, M. and Lin, P. | Consistent particle method simulation of solitary wave interaction with a submerged breakwater | 2019 | Water Vol. 11(2), pp. 261 |
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Seabra-Santos, F.J., Renouard, D.P. and Temperville, A.M. | Numerical and experimental study of the transformation of a solitary wave over a shelf or isolated obstacle | 1987 | Journal of Fluid Mechanics Vol. 176(1), pp. 117 |
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Shao, S. | SPH simulation of solitary wave interaction with a curtain-type breakwater | 2005 | Journal of Hydraulic Research Vol. 43(4), pp. 366-375 |
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Tang, C.-J. and Chang, J.-H. | Flow separation during solitary wave passing over submerged obstacle | 1998 | Journal of Hydraulic Engineering Vol. 124(7), pp. 742-749 |
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Telste, J.G. | Potential flow about two counter-rotating vortices approaching a free surface | 1989 | Journal of Fluid Mechanics Vol. 201(1), pp. 259 |
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Wu, Y.-T. and Hsiao, S.-C. | Propagation of solitary waves over a submerged slotted barrier | 2020 | Journal of Marine Science and Engineering Vol. 8(6), pp. 419 |
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Wu, Y.-T., Hsiao, S.-C., Huang, Z.-C. and Hwang, K.-S. | Propagation of solitary waves over a bottom-mounted barrier | 2012 | Coastal Engineering Vol. 62, pp. 31-47 |
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Wu, Y.-T., Hsiao, S.-C., Hwang, K.-S., Lin, T.-C. and Torres-Freyermuth, A. | Numerical study of solitary wave interaction with a slotted barrier | 2011 | International Ocean and Polar Engineering Conference, pp. ISOPE-I-11-072 | inproceedings |