Lowest mode of oscillations in a narrow‐mouthed bay

References

• Carrier , G. F. and Shaw , R. P. 1970 . “ Response of narrow‐mouthed harbours to tsunamis ” . In Tsunamis in the Pacific Ocean , Edited by: Adams , W.M. 377 – 398 . Honolulu : East West Center Press .
   Google Scholar
• Carrier , G. F. , Shaw , R. P. and Miyata , M. 1971 . The response of narrow‐mouthed harbours in a straight coastline to periodic incident waves . Transactions of ASME, Journal of Applied Mechanics, Series E , 38 ( 2 ) : 335 – 344 .
   Web of Science ®Google Scholar
• Hwang , L. S. and Tuck , E. O. 1970 . On the oscillations of harbours of arbitrary shape . Journal of Fluid Mechanics , 42 : 447467
   Google Scholar
• Ippen , A. T. and Goda , Y. 1963 . Wave induced oscillations in harbours; the solution for a rectangular harbour connected to the open sea , Report No. 59 Hydrodynamics Laboratory, Massachusetts Institute of Technology .
   Google Scholar
• Lee , J. J. 1969 . “ Wave induced oscillation in harbours of arbitrary shape ” . In W. M. Keck Laboratory of Hydrodynamics and Water Resources , Report No. KH‐R‐20 1 – 266 . Division of Engineering and Applied Sciences, California Institute of Technology .
   Google Scholar
• Lee , J. J. 1972 . Wave induced oscillation in harbours with connected basins . Proceedings of the American Society for Civil Engineers , 98 ( WW3 ) : 311 – 332 .
   Google Scholar
• Lee , J. J. and Raichlen , F. Resonance in harbours of arbitrary shape . Proceedings of 12th Conference on Coastal Engineering, Chapter 131 . pp. 2163 – 2180 .
   Google Scholar
• Loomis , H. G. 1973 . A new method for determining normal modes of irregular bodies of water with variable depth , Report No. HIG‐73–10, NOAA‐JTRE‐86 1 – 27 . Hawaii Institute of Geophysics, University of Hawaii . with appendix
   Google Scholar
• Mei , C. C. and Petroni , R. V. 1973 . Waves in harbour with protruding breakwaters . Proceedings of the American Society for Civil Engineers , 99 ( WW2 ) : 209 – 229 .
   Google Scholar
• Miles , J. W. and Munk , W. 1961 . Harbour paradox . Proceedings of the American Society for Civil Engineers , 87 ( WW3 ) : 111 – 130 .
   Google Scholar
• Nakamura , S. 1977 . On acoustic analogy for oscillations in harbour and bays . La Mer, Bulletin de la société franco‐japonaise d'oceanographie , 15 ( 3 ) : 107 – 115 .
   Google Scholar
• Nakano , M. 1940 . Choseki‐Gaku (Oceanic Tides) , 1 – 250 . Tokyo : Kokin Shoin Publication .
   Google Scholar
• Noye , B. J. 1974a . Tide well system I: some nonlinear effects of the conventional tide well . Journal of Marine Research , 32 ( 2 ) : 129 – 153 .
   Web of Science ®Google Scholar
• Noye , B. J. 1974b . Tide well system II: the frequency response of a linear tide well system . Journal of Marine Research , 32 ( 2 ) : 155 – 181 .
   Web of Science ®Google Scholar
• Noye , B. J. 1974c . Tide well system III: improved interpretation of tide well records . Journal of Marine Research , 32 ( 2 ) : 183 – 194 .
   Web of Science ®Google Scholar
• Shaw , R. P. and Parvulescu , A. 1971 . An acoustic model for the experimental study of water wave problems . Journal of the Acoustical Society of America , 50 : 1443 – 1446 .
   Google Scholar
• Shaw , R. P. and Lai , C. K. 1974 . Channel friction and slope effects on harbour resonance . Proceedings of the American Society of Civil Engineers , 100 ( WW3 ) : 205 – 215 .
   Google Scholar
• The Committee for Field Investigation of the Chilean Tsunami of 1960 . 1961 . Report on the Chilean Tsunami of May 24, 1960, as observed along the coast of Japan , 1 – 397 . Tokyo : Maruzen .
   Google Scholar
• Tsuchiya , Y. and Nakamura , S. On characteristics of tsunamis on the coast of Osaka Bay . Report for Earthquake Engineering Committee in Osaka City in Osaka Disaster Prevention Council . pp. 1 – 57 .
   Google Scholar