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Article

Estimating remaining concentration-percentages of resuspended sediments via a non-local particle model for flocculation

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References

  • Bridges, T., Ells, S., Hayes, D., Nadeau, S., Palermo, M., Patmont, C., and Schroeder, P., 2008. The four R’s of environmental dredging: Resuspension, release, remaining, and risk. US Army Corps of Engineers.
  • Chertock, A., 2017. A Practical Guide to Deterministic Particle Methods. In: Handbook of Numerical Analysis 18, 177–197.
  • Collins M.,1995. Dredging Induced Near Field Resuspended Sediment Concentration and Source Strengths. US Army Corps of Engineers, Waterways Experiment Station.
  • Di Francesco, M., and Rosini, M.D., 2015. Rigorous derivation of nonlinear scalar conservation laws from follow-the-leader type models via many-particle limit - Archive for rational mechanics and analysis, 217 (3), 831–871. doi:10.1007/s00205-015-0843-4
  • Di Risio, M., Lisi, I., Beltrami, G., and De Girolamo, P., 2010. Physical modeling of cross-shore short-term evolution of protected and unprotected beach nourishments. Ocean. Eng. 37(89), 777–789. doi:10.1016/j.oceaneng.2010.02.008
  • Di Risio, M., Pasquali, D., Lisi, I., Romano, A., Gabellini, M., and Paolo, D.G., 2017. An analytical model for preliminary assessment of dredging-induced sediment plume of far-field evolution for spatial non-homogeneous and time-varying resuspension sources. Coastal. Eng. 127, 106–118. doi:10.1016/j.coastaleng.2017.06.003
  • Je, C.H., Chang, S.W., 2004. Simple approach to estimate flocculent settling velocity in a dilute suspension. Environ. Geol. 45 (7), 1002–1009. doi:10.1007/s00254-004-0959-6
  • Je, C., Hayes, D., and Kim, K., 2007. Simulation of resuspended sediments resulting from dredging operations by a numerical flocculent transport model. Chemosphere. 70, 187–195. doi:10.1016/j.chemosphere.2007.06.033
  • José, A.J., Ole, S.M., and M. ASCE (2003). A simple formula to estimate settling velocity of naturalsediments. J. of Waterways, Port, and Coast. Engin. 129(2), 70–78.
  • Lions, P.-L. and Mas-Gallic S., 2001. Une méthode particulaire déterministe pour des équations diffusives nonlinéaires. (A deterministic particle method for nonlinear diffusive equations. In French). Comptes Rendus De L’Academie Des Sciences Serie I-mathematique. 332(4), 369–376. doi:10.1016/S0764-4442(00)01795-X
  • Lisi, I., Di Risio, M., and De Girolamo, M., 2016. Engineering tools for the estimation of dredging- induced sediment resuspension and coastal environmental management. In: Intech (Ed.), Applied Studies of Coastal and Marine Environment, 55–83.
  • Morale, D., Capasso, V.O., and Oeschläger, K., 2005. An interacting particle system modeling aggregation behavior: from individuals to populations. J. Math. Biol. 50, 49–66. doi:10.1007/s00285-004-0279-1
  • Nichols, M., and Howard-Strobel, M., 1991. Evolution of an urban estuarine harbor: Norfolk, Virginia. J. Coast Res. 7(3), 745–757.
  • Özer, A., 1994. Simple equations to express settling column data. J. Environ. Eng. 120(3), 677–682. doi:10.1061/(ASCE)0733-9372(1994)120:3(677)

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