Zhi-min CHEN;W. G. PRICE . Dissipative free-surface solver for potential flow around hydrofoil distributed with doublets[J]. Applied Mathematics and Mechanics, 2012 , 33(11) : 1467 -1480 . DOI: 10.1007/s10483-012-1636-9

[1] Batchelor, G. K. An Introduction to Fluid Dynamics, Cambridge University Press, Cambridge,131-170 (1967)
[2] Lamb, H. Hydrodynamics, 6th ed., Cambridge University Press, Cambridge (1932)
[3] Newman, J. N. Evaluation of the wave-resistance Green function: part 1——the double integrals.Journal of Ship Research, 31(2), 79-90 (1987)
[4] Inglis, R. B. and Price, W. G. Calculation of the velocity potential of a translating pulsatingsource. Transactions of Royal Institution of Naval Architects, 123, 163-175 (1981)
[5] Inglis, R. B. and Price, W. G. A three-dimensional ship motion theory: comparison betweentheoretical predictions and experimental data of the hydrodynamic coefficients with forward speed.Transactions of Royal Institution of Naval Architects, 124, 141-157 (1981)
[6] Hess, J. L. and Smith, A. M. O. Calculation of potential flow about arbitrary bodies. Progress inAeronautical Sciences, 8, 1-138 (1966)
[7] Giesing, J. P. and Smith, A. M. O. Potential flow about two-dimensional hydrofoil. Journal ofFluid Mechanics, 28, 113-129 (1967)
[8] Dawson, C. W. A practical computer method for solving ship wave problems. Proceedings of 2ndInternational Conference on Numerical Ship Hydrodynamics, University of California, Berkeley,30-38 (1977)
[9] Kouh, J. S., Lin, T. J., and Chau, S. W. Performance analysis of two-dimensional hydrofoil underfree surface. Journal of Engineering at National Taiwan University, 86, 113-123 (2002)
[10] Yeung, R. W. and Bouger, Y. C. Hybrid integral-equation method for the steady ship-problem.Proceedings of 2nd International Conference on Numerical Ship Hydrodynamics, University ofCalifornia, Berkeley, 160-175 (1977)
[11] Yeung, R. W. and Bouger, Y. C. A hybrid integral-equation method for steady two-dimensionalship waves. International Journal for Numerical Methods in Engineering, 14(3), 317-336 (1979)
[12] Faltinsen, O. M. and Semenov, Y. A. The effect of gravity and cavitation on a hydrofoil near thefree surface. Journal of Fluid Mechanics, 597, 371-394 (2008)
[13] Wehausen, J. V. and Laitone, E. V. Surface Waves, Handbuch der Physik, Vol. 9, Springer, Berlin,446-778 (1960)
[14] Bessho, M. On the fundamental singularity in the theory of ship motions in a seaway. Memoriesof the Defense Academy Japan, 17(3), 95-105 (1977)
[15] Iwashita, H. and Ohkusu, M. The green function method for ship motions at forward speed. ShipTechnology Research, 39(2), 3-21 (1992)
[16] Chen, Z. M. A vortex based panel method for potential flow simulation around a hydrofoil. Journalof Fluids and Structures, 28, 378-391 (2012)
[17] Katz, J. and Plotkin, A. Low-Speed Aerodynamics, Cambridge University Press, Cambridge (2001)
[18] Havelock, T. H. Wave resistance. Proceedings of the Royal Society of London, Series A, 118(779),24-33 (1928)
[19] Bondarenko, N. F., Gak, M. Z., and Dolzhanskiy, F. V. Laboratory and theoretical models ofplane periodic flows. Izvestiya, Atmospheric and Oceanic Physics, 15(10), 711-716 (1979)
[20] Chen, Z. M. and Price, W. G. Supercritical regimes of liquid-metal fluid motions in electromagneticfields: wall-bounded flows. Proceedings of the Royal Society of London, Series A, 458(2027), 2735-2757 (2002)
[21] Chen, Z. M. and Price, W. G. Secondary fluid flows driven electromagnetically in a twodimensionalextended duct. Proceedings of the Royal Society of London, Series A, 461(2058),1659-1683 (2005)
[22] Ausman, J. S. Pressure Limitation on the Upper Surface of a Hydrofoil, Ph. D. dissertation,University of California, Berkeley (1954)
[23] Chen, Z. M. A dissipative free-surface approach for an underwater body in a uniform stream.Journal of Marine Science and Technology (2012) DOI 10.1007/s00773-012-0199-5