Numerical modeling of waves for a tsunami early warning system

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Numerical modeling of waves for a tsunami early warning system the Indian ocean tsunami on December 26, 2004. Doklady Earth Sciences 401A(3), pp. 444-448. Lee, C., Kim, G., Suh, K., 2003. Extended mild-slope equation for random waves. Coastal Engineering 48(4), pp. 277-287 Lee, C.H., Kim, G., Suh, K.D., 2006. Comparison of time-dependent extended mild-slope equations for random waves. Coastal Engineering 53(4), pp. 311-318 Liu, P.L.F., Mei, C.C., 1976. Water motion on a beach in the presence of a breakwater. 1. Waves. Journal of Geophysical Research 81, pp. 3079-3094. Liu, P.L.F., Tsay, T.-K., 1983. On weak reflection of water waves. Journal of Fluid Mechanics 131, pp. 59-71. Lynett, P., Liu, P.L.F., 2002. A numerical study of submarine-landslidegenerated waves and run-up. Proc. The royal Society London 458, pp. 2885- 2910. Madsen, P.A., Larsen, J., 1987. An efficient finite-difference approach to the mild-slope equation. Coastal engineering 11(4), pp. 329-351. Madsen, P.A., Murray, R., Sorensen, O.R., 1991. A new form of boussinesq equations with improved dispersion characteristics. Coastal Engineering 15, pp. 371-388. Maramai, A., Graziani, L., Tinti, S., 2005. Tsunamis in the Aeolian Island (southern Italy): review. Marine Geology 215, pp. 11-21. Mei, C.C., 1983. The applied dynamics of ocean surface and waves. World Scientific, Singapore. Miller, D.J., 1960. Giant waves in Lituya Bay, Alaska. U.S. Geol. Surv. Prof. Pap. 354-c, 86 pp. Mei, C.C., Tuck, E.O., 1980. Forward scattering by long thin bodies. SIAM Journal of Applied Maths 39, pp. 178-191 Mirchin, N., Pelinovsky, E., 2001. Dispersive Intensification of Tsunami Waves. Int. Tsunami Symposium Proc. (ITS 2001) Seattle, Washington, USA, 7-10, Session 7, Nos.7-10, pp. 789-794 Monaghan, J.J., Kos, A., 2000. Scott Russell’s wave generator Physics of Fluids 12(3), pp. 622-630. Università degli Studi di Roma Tre - DSIC 125
Numerical modeling of waves for a tsunami early warning system Noda, E., 1970. Water waves generated by landslides. Journal of Waterway, Harbours, and Coastal Engineering Division-ASCE pp. 835-855. Nwogu, O., 1993. Alternative form of the boussinesq equations for nearshore wave propagation. Journal of Waterway Port Coastal and Ocean Engineering-ASCE 119, pp. 618-638. Panizzo, A., Bellotti, G., De Girolamo, P., 2002. Application of wavelet transform analysis to landslide generated waves. Coastal Engineering 44(4), pp. 321-338. Panizzo, A., De Girolamo, P., Di Risio, M., Maiastri, A., Petaccia, A., 2005. Great landslide events in Italian artificial reservoirs. Natural Hazard and Earth System Sciences 5, pp. 733-740. Peregrine, D.H., 1967. Long waves on a beach. Journal of Fluid Mechanics 27, pp. 815-827. Prins, J. E., 1958. Characteristics of waves generated by local disturbance. Transactions, American Geophysical Union, pp. 865-874. Radder, A.C., 1979. On the parabolic equation method for water-wave propagation. Journal of Fluid Mechanics 95(1), pp. 159-176. Radder, A.C., Dingemans, M.W., 1985. Canonical equations for almost periodic, weakly nonlinear gravity-waves. Wave Motion 7(5), pp. 473-485. Renzi, E., Sammarco, P., 2010. Landslide tsunamis propagating around a conical island. Journal of Fluid Mechanics in press. Sammarco, P., Renzi, E., 2008. Landslide tsunamis propagating along a plane beach. Journal of Fluid Mechanics 598, pp. 107-119. Smith, R., Sprinks, T., 1975. Scattering of surface-waves by a conical island. Journal of Fluid Mechanics 72, pp. 373-384. Sommerfeld, A., 1964. Lectures on theoretical physics. Academic Press, Inc., San Diego. Steward, D.R., Panchang, V.G., 2000. Improved boundary condition for surface water waves. Ocean Engineering 28, pp. 139-157. Stokes, G.G., 1847. On the theory of oscillatory waves. Cmbridge Phil. Soc. 8, pp. 441-473. Tadepalli, S, Synolakis, C.E., 1996. Model for the leading waves of Università degli Studi di Roma Tre - DSIC 126
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Università degli studi ROMA TRE Ph
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To my father Michele, my mother Ant
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Abstract A numerical model based on
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Sommario Un modello numerico basato
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Contents 1 Introduction 3 1.1 Tsuna
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List of Figures 1.1 Principal phase
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xiii 4.13 Panels a and b: absolute
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4.32 Comparison of the free surface
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xvii 5.8 Numerical results of the S
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List of Tables 4.1 Radial and Angul
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Numerical modeling of waves for a t
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η1 (m) η2 (m) η3 (m) η4 (m) η5
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η (m) 0.02 0 −0.02 Numerical mod
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aFourier filter functions aFourier
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Page 95 and 96: half an hour. ηS12(m) ηS7(m) ηS1
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