LABORATOIRE J. A. DIEUDONNÉ

UMR CNRS-UNS N°7351

Didier Clamond
Professor of Theoretical Mechanics
Department of Mathematics
Université Côte d'Azur

Contact
Address:
Laboratoire J. A. Dieudonné
UMR CNRS-UNS N°7351
Parc Valrose
F-06108 NICE cedex 2
 Phone Number: +33 492 076 206

Fax Number: +33 493 517 974

Email: didier [dot] clamond [at] univ-cotedazur [dot] fr
Research Topics
Teaching
Monographs
  1. Clamond, D., Dutykh, D. and Mitsotakis, D. 2024. Variational approach to water waves modelling. IAHR WATER MONOGRAPHS, International Association for Hydro-Environment Engineering and Research (IAHR), Spain.

Book Chapters
  1. Galligo, A. and Clamond, D. 2023. Certified study of internal solitary waves. Lecture Notes in Computational Sciences 14139, Springer.

  2. Clamond, D. and Dutykh, D. 2015. Modeling water waves beyond perturbations. Lecture Notes in Physics 908, Springer.

  3. Dumasdelage, R., Delestre, O., Clamond, D. and Gourbesville, Ph. 2014. Storm events of Nice bay: A numerical modelling of the interactions between wave, current and solid transport. Advances in Hydroinformatics: SIMHYDRO 2012 - New Frontiers of Simulation, Springer.

  4. Clamond, D. and Dutykh, D. 2013. A Non-Hydrostatic Non-Dispersive Shallow Water Model. Advances in Hydroinformatics: SIMHYDRO 2012 - New Frontiers of Simulation, Springer

  5. Guinot, V., Clamond, D. and Dutykh, D. 2013. Finite-Volume Implementation of Non-Hydrostatic Shallow Water Equations. Advances in Hydroinformatics: SIMHYDRO 2012 - New Frontiers of Simulation, Springer.

  6. Jensen, A., Huseby, M., Clamond, D., Pedersen, G. and Grue, J. 2004. PIV Measurements of accelerations in water waves. PIV and Water Waves, Advances in Coastal and Ocean Engineering 9.

  7. Clamond, D., Grue, J., Huseby, M. and Jensen, A. 2004. PIV Measurements of the velocity field in steep water waves events. PIV and Water Waves, Advances in Coastal and Ocean Engineering 9.

Journal Papers
  1. Clamond, D. and Labarbe, J. 2024. Steady water-waves with arbitrary surface-pressure: Their recovery from bottom-pressure measurements.. J. Fluid Mech. 985, R2.

  2. Lovisetto, M., Clamond, D. and Marcos, B. 2024. Integrating factor techniques applied to the Schrödinger-like equations. Comparison with split-step methods. Appl. Numer. Math 197, 258-271.

  3. Labarbe, J. and Clamond, D. 2023. General procedure for free-surface recovery from bottom pressure measurements: Application to rotational overhanging waves. J. Fluid Mech. 976, A20.

  4. Clamond, D., Labarbe, J. and Henry, D. 2023. Recovery of steady rotational wave profiles from pressure measurements at the bed. J. Fluid Mech. 961, R2.

  5. Clamond, D. 2022. Explicit Dirichlet-Neumann operator for water waves. J. Fluid Mech. 950, A33.

  6. Guelmame, B., Clamond, D. and Junca, S. 2022. Local well-posedness of a Hamiltonian regularisation of the Saint-Venant system with uneven bottom. Meth. Appl. Anal. 29, 3, 295-302.

  7. Guelmame, B., Junca, S., Clamond, D. and Pego, R. 2022. Global weak solutions of a Hamiltonian regularised Burgers equation. J. Dyn. Diff. Eq. (in press).

  8. Lovisetto, M., Clamond, D. and Marcos, B. 2022. Optimized integrating factor technique for Schrödinger-like equations. Appl. Numer. Math 178, 329-336.

  9. Guelmame, B., Clamond, D. and Junca, S. 2022. Hamiltonian regularisation of the unidimensional barotropic Euler equations. Nonlin. Anal.: Real Word Appl. 64, 103455.

  10. Clamond, D. 2021. Remarks on dispersion-improved shallow water equations with uneven bottom. J. Phys. A: Math. & Theor. 54, 045701.

  11. Clamond, D. and Henry, D. 2020. Extreme water wave profile recovery from pressure measurements at the seabed. J. Fluid Mech. 903, R3.
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  12. Athanassoulis, G. A., Benoit, M., Clamond, D. and Grilli, S. T. 2019. Foreword to the special issue on nonlinear waves over variable bathymetry. J. Ocean Eng. Mar. Energy 5, 4, 307-310.
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  13. Guelmame, B., Junca, S. and Clamond, D. 2019. Regularizing effect for conservation laws with a Lipschitz convex flux. Comm. Math. Sci. 17, 8, 2223-2238.
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  14. Clamond, D., Dutykh, D. and Mitsotakis, D. 2019. Hamiltonian regularisation of shallow water equations with uneven bottom. J. Phys. A: Math. & Theor. 52, 42, 42LT01.

  15. Pu, Y., Pego, R. L., Dutykh, D. and Clamond, D. 2018. Weakly singular shock profiles for a non-dispersive regularization of shallow-water equations. Comm. Math. Sci. 16, 5, 1361-1378.

  16. Clamond, D. and Dutykh, D. 2018. Accurate fast computation of steady two-dimensional surface gravity waves in arbitrary depth. J. Fluid Mech. 844, 491-518.

  17. Clamond, D. 2018. New exact relations for steady irrotational two-dimensional gravity and capillary surface waves. Phil. Trans. Roy. Soc. A 376, 2111, 20170220.

  18. Clamond, D. and Dutykh, D. 2018. Non-dispersive conservative regularisation of nonlinear shallow water (and isentropic Euler) equations. Comm. Nonlin. Sci. Numer. Simul. 55, 237-247.

  19. Clamond, D. 2017. Remarks on Bernoulli constants, gauge conditions and phase velocities in the context of water waves. App. Math. Lett. 74, 114-120.

  20. Dutykh, D., Clamond, D. and Chhay, M. 2017. Serre-type equations in deep water. Math. Modell. Natu. Phen. 12, 1, 9-26.

  21. Clamond, D., Dutykh, D. and Mitsotakis, D. 2017. Conservative modified Serre-Green-Naghdi equations with improved dispersion characteristics. Comm. Nonlin. Sci. Numer. Simul. 45, 245-257.

  22. Dutykh, D. and Clamond, D. 2016. Modified Shallow Water Equations for significantly varying seabeds. App. Math. Modell. 40, 9767-9787.

  23. Clamond, D., Dutykh, D. and Galligo, A. 2016. Algebraic method for constructing singular steady solitary waves: A case study. Proc. Roy. Soc. Lond. A 472, 20160194.

  24. Clamond, D. and Dutykh, D. 2016. Multi-symplectic structure of fully-nonlinear weakly-dispersive internal gravity waves. J. Phys. A: Math. & Theor. 49, 31LT01.

  25. Dutykh, D., Clamond, D. and Duran, A. 2016. Efficient computation of capillary-gravity generalised solitary waves. Wave Motion 65, 1-16.

  26. Chhay, M., Dutykh, D., and Clamond, D. 2016. On the multi-symplectic structure of the Serre-Green-Naghdi equations. J. Phys. A: Math. & Theor. 49, 03LT01.

  27. Clamond, D., Dutykh, D. and Duran, A. 2015. A plethora of generalised solitary gravity-capillary water waves. J. Fluid Mech. 784, 664-680.

  28. Clamond, D. 2015. Surface waves determination from pressure measurements at the bottom. La Houille Blanche 4, 29-31.

  29. Rajchenbach, J. and Clamond, D. 2015. Faraday waves: their dispersion relation, nature of bifurcation and wavenumber selection revisited. J. Fluid Mech. 777, R2.

  30. Dutykh, D., Chhay, M. and Clamond, D. 2015. Numerical study of the generalised Klein-Gordon equation. Physica D 304-305, 23-33.

  31. Dutykh, D. and Clamond, D. 2014. Efficient computation of steady solitary gravity waves. Wave Motion 51, 86-99.

  32. Dutykh, D., Clamond, D., Milewsky, P. and Mitsotakis, M. 2013. An implicit-explicit finite volume scheme for fully nonlinear Serre equations. Eur. J. App. Math. 24, 761-787.

  33. Clamond, D., and Dutykh, D. 2013. Fast accurate computation of the fully nonlinear solitary surface gravity waves. Comp. & Fluids 84, 35-38.

  34. Clamond, D. 2013. New exact relations for easy recovery of steady wave profiles from bottom pressure measurements. J. Fluid Mech. 726, 547-558.

  35. Rajchenbach, J., Clamond, D. and Leroux, A. 2013. Observation of star-shaped surface gravity waves. Phys. Rev. Lett. 110, 094502.

  36. Clamond, D. and Constantin, A. 2013. Recovery of steady periodic wave profiles from pressure measurements at the bed. J. Fluid Mech. 714, 463-475.

  37. Clamond, D. 2012. Note on the velocity and related fields of steady irrotational two-dimensional surface gravity waves. Phil. Trans. Roy. Soc. A 370, 1572-1586.

  38. Clamond, D. and Stepanyants, Yu. 2012. Stationary gravity waves with the zero mean vorticity in stratified fluid. Stud. Appl. Math. 128, 1, 59-85.

  39. Clamond, D. and Dutykh, D. 2012. Practical use of variational principles for modeling water waves. Physica D 241, 1, 25-36.

  40. Dutykh, D. and Clamond, D. 2011. Shallow water equations for large bathymetry variations. J. Phys. A: Math. & Theor. 44, 332001.

  41. Demay, Y. and Clamond, D. 2011. A new model for the blown film process. C. R. Mecanique 339, 692-699.

  42. Rajchenbach, J., Leroux, A. and Clamond, D. 2011. New Standing Solitary Waves in Water. Phys. Rev. Lett. 107, 024502.

  43. El Hadji Bouya, A., Clamond, D., Fraysse, N. and Rajchenbach, J. 2011. Response of a noncohesive packing of grains to a localized force: Deviation from continuum elasticity. Phys. Rev. E 83, 021304.

  44. Clamond, D. 2009. Efficient resolution of the Colebrook equation. Ind. Eng. Chem. Res. 48, 3665-3671.

  45. Holmås, H., Clamond, D. and Langtangen, H.-P. 2008. A pseudospectral Fourier method for a 1D incompressible two-fluid model. Int. J. Num. Meth. Fluids. 58, 639-658.

  46. Clamond, D. 2007. On the Lagrangian description of steady surface gravity waves. J. Fluid Mech. 589, 433-454

  47. Clamond, D., Fructus, D. and Grue, J. 2007. A note on time integrators in water wave simulations. J. Engin. Math. 58, 149-156.

  48. Jensen, A., Clamond, D., Huseby, M. and Grue, J. 2007. On local and convective accelerations in steep wave events. Ocean Engin. 34, 426-435.

  49. Clamond, D., Francius, M., Grue, J. and Kharif, C. 2006. Long time interaction of envelope solitons and freak wave formations. Eur. J. Mech. B/Fluids 25, 536-553.

  50. Fructus, D., Clamond, D., Grue, J. and Kristiansen, Ø. 2005. Efficient numerical model for three-dimensional gravity waves simulations. Part I: Free space problems. J. Comp. Phys. 205, 665-685.

  51. Clamond, D., Fructus, D., Grue, J. and Kristiansen, Ø. 2005. Efficient numerical model for three-dimensional gravity waves simulations. Part II: Generation and absorption. J. Comp. Phys. 205, 686-705.

  52. Fructus, D., Kharif, C., Francius, M., Kristiansen, Ø., Clamond, D., and Grue, J. 2005. Dynamics of crescent water wave patterns. J. Fluid Mech. 537, 155-186.

  53. Kristiansen, Ø., Fructus, D., Clamond, D., and Grue, J. 2005. Simulations of crescent water wave patterns on finite depth. Physics of Fluids 17, 6, 064101.

  54. Clamond, D. and Fructus, D. 2003. Accurate simple approximation for the solitary wave. C. R. Mecanique 331, 11, 727-732.

  55. Grue, J., Clamond, D., Huseby, M. and Jensen, A. 2003. Kinematics of extreme water waves. Appl. Ocean Res. 25, 6, 355-366.

  56. Clamond, D. 2003. Cnoidal-type surface waves in deep water. J. Fluid Mech. 489, 101-120.

  57. Clamond, D. and Grue, J. 2002. Interaction between envelope solitons as a model for freak wave formations. Part I: Long time interaction. C. R. Mecanique 330, 8, 575-580.

  58. Clamond, D. and Grue, J. 2001. A fast method for fully nonlinear water wave computations. J. Fluid Mech. 447, 337-355.

  59. Babkin, E. A., Brailovskaya, V. A., Clamond, D., Fraunié, Ph. and Stepanyants, Yu. A. 2000. Evolution of concentrated vortices in a viscous fluid. Int. J. Comp. Fluid Dyn. 13, 185-202.

  60. Clamond, D. 1999. Steady finite amplitude waves on a horizontal seabed of arbitrary depth. J. Fluid Mech. 398, 45-60.

  61. Clamond, D. and Germain, J.-P. 1999. Interaction between a Stokes wave packet and a solitary wave. Eur. J. Mech. B/Fluids 18, 1, 67-91.

  62. Clamond, D. 1998. Reconstruction of a long wave velocity field. C. R. Acad. Sci. Paris 326, II b, 2, 91-94. (in French)

  63. Clamond, D. and Barthélémy, E. 1995. Experimental determination of the phase shift in the Stokes wave - solitary wave interaction. C. R. Acad. Sci. Paris 320, II b, 277-280. (in French)
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