A DRBEM model for harbor oscillation with the effect of energy dissipation

References

• Berkhoff , J. C. W. “Computation of Combined Refraction‐Diffraction,” . Proceedings of the 13rdInternational Conference on Coastal Engineering . pp. 471 – 443 . Vancouver, , Canada : ASCE .
   Google Scholar
• Chen , H. S. 1986 . “Effects of Bottom Friction and Boundary Absorption on Water Wave Scattering,” . Applied Ocean Research , 8 ( 2 ) : 99 – 104 .
   Google Scholar
• Chou , C. R. and Han , W. Y. 1993 . “Wave‐Induced Oscillations in Harbors with Dissipating Quays,” . Coastal Engineering in Japan , 36 ( 1 ) : 1 – 23 .
   Google Scholar
• Chou , C. R. and Lin , J. G. “BEM Analysis of Harbor Oscillation of Arbitrary Shape with Uneven Sea Bed,” . Proceedings of the 8th Ocean Engineering Conference in Taiwan . pp. 111 – 129 . R.O.C. . (in Chinese)
   Google Scholar
• Chou , C. R. and Lin , J. G. “Numerical Analysis for Harbor Oscillation with Wave Absorber,” . Proceedings of the 11th Ocean Engineering Conference in Taiwan . pp. 365 – 381 . R.O.C. . (in Chinese)
   Google Scholar
• Hwang , L. S. and Tuck , E. O. 1970 . “On the Oscillation of Harbor of Arbitrary Shape,” . Journal of Fluid Mechanics , 42 : 447 – 464 . Part 3
   Web of Science ®Google Scholar
• Ippen , A. T. and Goda , Y. 1963 . “Wave‐Induced Oscillations in Harbor: the Solution for a Rectangular Harbor Connected to Open‐Sea,” . In Report No. 59 , MA, , U.S.A. : Hydrodynamic Lab., M. I. T. .
   Google Scholar
• Lee , J. ‐J. 1971 . “Wave‐Induced Oscillations in Harbors of Arbitrary Geometry,” . Journal of Fluid Mechanics , 45 : 375 – 394 . Part 2
   Web of Science ®Google Scholar
• Lin , J. G. , Hsiao , S.S. , Fang , F. M. and Chen , C. H. “The Influence of Uncertain Reflection Coefficient on Wave Behavior in a Harbor,” . Proceedings of the 24th Ocean Engineering Conference in Taiwan . pp. 365 – 381 . R.O.C. . (in Chinese)
   Google Scholar
• Lin , M. C. , Hsiao , S. S. , Ting , C. L. and Lin , B. H. “DRBEM Analysis on Wave‐Induced Harbor Oscillation,” . Proceedings of the 9th International Offshore and Polar Engineering Conference . pp. 800 – 805 . Brest, , France
   Google Scholar
• Mile , J. and Munk , W. 1961 . “Harbor Paradox,” . Journal of Waterway and Harbor Division, ASCE , 87 ( WW3 ) : 111 – 139 .
   Google Scholar
• Nardini , D. and Brebbia , C. A. 1982 . “A New Approach to Free Vibration Analysis using Boundary Elements,” . In Boundary Element Method in Engineering , Berlin, , Germany : Computational Mechanics Publications, Southampton and Springer‐Verlag .
   Google Scholar
• Partridge , P. W. and Brebbia , C. A. 1990 . “ Computational Implementation of the BEM Dual Reciprocity Method for the Solution of General Field Equations,” . Communications in Applied Numerical Methods , 6 ( 1 ) : 83 – 92 .
   Google Scholar
• Partridge , P. W. , Brebbia , C. A. and Wrobel , L. C. 1992 . The Dual Reciprocity Boundary Element Method , London, , UK : Computational Mechanics Publications, Southampton and Elsevier .
   Google Scholar
• Su , C. H. , Tasy , T.‐K. and Ou , S. H. 1993 . “Wave Dissipation of Porous Structure with Application to Harbor (I)‐Wave Dissipation of Porous Wave Absorber,” . In Project No. 14 , Institute of Harbor and Marine Technology, R.O.C. . (in Chinese)
   Google Scholar
• Tsay , T. ‐K. , Zhu , W. and Liu , P. L. ‐F. 1989 . “A Finite Element Model for Wave Refraction, Diffraction Reflection and Dissipation,” . Applied Ocean Research , 11 ( 1 ) : 33 – 38 .
   Web of Science ®Google Scholar
• Zhu , S. 1993 . “A New DRBEM Model for Wave Refraction and Diffraction,” . Engineering Analysis with Boundary Element , 12 ( 4 ) : 261 – 274 .
   Google Scholar
• Zhu , S. and Zhang , Y. 1995 . “Combined Refraction and Diffraction of Short Wave using the Dual Reciprocity Boundary Element Method,” . Apply Ocean Research , 17 ( 5 ) : 315 – 322 .
   Google Scholar
• Corresponding author. (Tel: 886–2–24622192 ext. 6124; Fax: 886–2–24629557; Email: [email protected])
   Google Scholar