Author(s):
Shokin Yuriy Ivanovich
Dr. , Academician RAS, Professor
Position: Scientific Director of the Institute
Office: Federal Research Center for Information and Computational Technologies
Address: 630090, Russia, Novosibirsk, Ac. Lavrentiev ave., 6
Phone Office: (383) 334 91 10
E-mail: shokin@ict.nsc.ru
SPIN-code: 6442-4180

Rychkov Aleksandr Dmitrievich
Dr. , Professor
Position: Leading research officer
Address: 63009, Russia, Novosibirsk, Ac. Lavrentiev ave., 6
Phone Office: (383) 330 86 56
E-mail: rych@ict.nsc.ru

Khakimzyanov Gayaz Salimovich
Dr. , Professor
Position: Leading research officer
Office: Federal Research Center for Information and Computational Technologies
Address: 630090, Russia, Novosibirsk, Ac. Lavrentiev ave. 6
Phone Office: (383) 330 86 56
E-mail: khak@ict.nsc.ru
SPIN-code: 3144-0877

Chubarov Leonid Borisovich
Dr. , Professor
Position: General Scientist
Office: Institute of Computational Technologies SB RAS
Address: 630090, Russia, Novosibirsk, ac. Lavrentyev Ave., 6
Phone Office: (383) 333 18 82
E-mail: chubarov@ict.nsc.ru
SPIN-code: 3048-2318

References:
[1] Tadepalli, S., Synolakis, C.E. The Run-up of N-waves on sloping beaches. Proceedings of Royal Society of London. Series A: Mathematical and Physical Sciences . 1994; 445(1923):99–112.

[2] Shokin, Yu.I., Rychkov, A.D., Khakimzyanov, G.S., Chubarov,L.B. On numerical methods for solving run-up problems. I. Comparative analysis of numerical algorithms for onedimensional problems. Computational Technologies. 2015; 20(5). (In Russ.)

[3] Denissenko, P., Didenkulova, I., Rodin, A., Listak, M., Pelinovsky, E. Experimental statistics of long wave runup on a plane beach. Journal of Coastal Research. 2013; (65):195–200.

[4] Rodin, A., Didenkulova, I., Pelinovsky, E. Numerical study for run-up of breaking waves of different polarities on a sloping beach. Extreme Ocean Waves. Eds E. Pelinovsky, C. Kharif. Switzerland: Springer International Publishing; 2016: 155-172. DOI: 10.1007/978-3-319-21575-4.

[5] Hrapov, S.S., Khoperskov, A.V., Kuzmin, N.M., Pisarev, A.V., Kobelev, I.A. Numerical scheme for simulating the dynamics of surface water on the basis of the combined SPH-TVD approach. Computational Methods and Programming Techniques. 2011; (12):282–297. (In Russ.)

[6] Bautin, S.P., Deryabin, S.L., Sommer, A.F., Khakimzyanov, G.S., Shokina, N.Yu. Use of analytic solutions in the statement of difference boundary conditions on a movable shoreline. Russian Journal of Numerical Analysis and Mathematical Modelling. 2011; (26):4:353–377.

[7] Didenkulova, I.I., Pelinovsky, E.N., Didenkulov, O.I. Run-up of long solitary waves of different polarities on a plane beach. Izvestiya, Atmospheric and Oceanic Physics. 2014; 50(5):532–538.

[8] Rodin, A.A. Numerical calculations of run-up of solitary breaking waves on a plane beach. Transactions of Nizhni Novgorod State Technical University named by R.E. Alekseev. 2013; 1(98):36–43. (In Russ.)

[9] Clawpack-5 home page // http://www.clawpack.org/

[10] Voltsinger, N.E., Klevannyy, K.A., Pelinovskiy, E.N. Dlinnovolnovaya dinamika pribrezhnoy zony [Long-wave dynamics of the coastal zone]. Leningrad: Gidrometeoizdat; 1989: 272. (In Russ.)

[11] Pelinovsky, E.N., Rodin, A.A. Nonlinear deformation of a large-amplitude wave on shallow water. Doklady Physics. 2011; 56(5):305–308.

[12] Pelinovsky, E.N., Rodin, A.A. Transformation of a strongly nonlinear wave in a shallowwater basin. Izvestiya, Atmospheric and Oceanic Physics. 2012; 48(3):383–390.

[13] Synolakis, C.E. The Runup of Long Waves. Ph. D. thesis. Pasadena: California Institute of Technology; 1986: 228. 91125.

[14] Okada, Y. Surface deformation due to shear and tensile faults in the half space. Bulletin of the Seismological Society of America. 1985; (75):1135–1154.

[15] Gusyakov, V.K. Residual displacements on the surface of elastic half-space. Conditionally Correct Problems of Mathematical Physics in Interpretation of Geophysical Observations. Computer Center; 1978: 23–51. (In Russ.)