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Engineering applications
Applicazioni ingegneristiche
  1. R. Nuca, A. Lo Giudice, L. Preziosi. Degenerate parabolic models for sand slides, Appl. Math. Model. 89: 1627-1639 (2021).
  2. A. Lo Giudice, R. Nuca, L. Preziosi. Wind-blown particulate transport: A review of computational fluid dynamics models, Math. in Engng. 1: 508—547 (2019).
  3. A. Lo Giudice, L. Preziosi. A fully Eulerian multiphase model of windblown sand coupled with morphodynamic evolution: Erosion, transport, deposit and avalanching, Appl. Math. Model. 79: 68-84 (2020).
  4. L. Bruno, L. Preziosi. A SMaRT approach to sand mitigation, Railway Gazette International, 42—44, July 2019.
  5. A. Ramírez-Torres, R. Penta, R. Rodríguez-Ramos, A. Grillo, L. Preziosi, J. Merodio, R. Guinovart-Díaz, J. Bravo-Castillero. Homogenized out-of-plane shear response of three-scale fiber-reinforced composites, Computing and Visualization in Science 20, 85-93 (2019).
  6. A. Lo Giudice, G. Giammanco, D. Fransos, L. Preziosi. Modelling sand slides by a mechanics-based degenerate parabolic equation, Math. Mech. Solids 24, 2558–2575 (2019).
  7. L. Bruno, N. Coste, D. Fransos, A. Lo Giudice, L. Preziosi, L. Raffaele. Shield for Sand: An innovative aerodynamically shaped barrier for windblown sand mitigation, Recent Patents on Engineering 12, 237-246 (2018).
  8. L. Raffaele, L. Bruno, F. Pellerey, L. Preziosi. Windblown sand saltation: A statistical approach to threshold shear velocity, Aeolian Res. 23, 79-91 (2016). doi:10.1016/j.aeolia.2016.10.002.
  9. L. Preziosi, D. Fransos, L. Bruno. A multiphase first order model for non-equilibrium sand erosion, transport and sedimentation, Appl. Math. Lett., 45: 69-75 (2015).
  10. E. Bovet, B. Chiaia, L. Preziosi. A new model for snow avalanche dynamics based on Bingham fluids, Meccanica 45: 753-765, (2010).
  11. E. Bovet, F. Barpi, B. Chiaia, L. Preziosi. The level set method applied to avalanches, in Proceedings of the European COMSOL Conference, 321-325 (2007).
  12. L. Preziosi, L. Rondoni. Conservative discretization of the Boltzmann equation and the Semicontinuous Model, in N. Bellomo, R. Gatignol, Eds., Lecture Notes on the Discretization of the Boltzmann Equation, p. 59-95, Chapman Hall/CRC Press, (2002).
  13. D. Ambrosi, A. Farina, L. Preziosi. Recent developments and open problems in composites materials manufacturing, in A. M. Anile, V. Capasso, A. Greco, Eds., Progress in Industrial Mathematics at ECMI 2000, p. 475-487, Springer, (2002).
  14. D. Ambrosi, R. Lancellotta, L. Preziosi. Mathematical models for soil consolidation problems: A state-of-the-art report, in G. Capriz, V. N. Ghionna, P. Giovine, Eds., Modelling and Mechanics of Granular and Porous Materials, p. 159-180, Birkhauser, (2002).
  15. A. Farina, L. Preziosi. Non-isothermal injection moulding with resin cure and preform deformability, Composites A 31: 1355-1372, (2000).
  16. D. Ambrosi, L. Preziosi. Modelling injection moulding processes with deformable porous preforms, SIAM J. Appl. Math. 61: 22-42, (2000).
  17. A. Farina, L. Preziosi. Deformable porous media and composites manufacturing, in K. Markov, L. Preziosi, Eds., Heterogeneous Media: Micromechanics Modelling Methods and Simulations, p. 321-410, Birkhauser, (2000).
  18. A. Farina, L. Preziosi. Infiltration processes in composite materials manufacturing: Modelling and qualitative results, in A. Fasano, Ed., Complex Flows in Industrial Processes, p. 281-306, Birkhauser, (2000).
  19. A. Farina, L. Preziosi. Infiltration of a polymerizing resin in a deformable preform for fiber reinforced composites, in R. Spigler, Ed., Applied and Industrial Mathematics, Venice-2, p. 259-271, Kluwer, (1998).
  20. R. Lancellotta, L. Preziosi. A general nonlinear mathematical model for soil consolidation problems, Int. J. Engng. Sci. 35: 1045-1063, (1997).
  21. L. Preziosi, D.D. Joseph, G. Beavers. Infiltration of initially dry, deformable porous media, Int. J. Multiphase Flows 22: 1205-1222, (1996).
  22. L. Preziosi. The theory of deformable porous media and its application to composite materials manufacturing, Surveys in Mathematics for Industry 6: 167-214, (1996).
  23. L. Preziosi. The semi-continuous Boltzmann equation for gas mixtures, Math. Models Methods Appl. Sci. 3: 665-680, (1993).
  24. L. Preziosi An inverse source--sink problem for the nonlinear heat equation Mathl. Comp. Modelling 17: 3-11, (1993).
  25. E. Longo, L. Preziosi, N. Bellomo. The semicontinuous Boltzmann equation: Towards a model for fluid dynamic applications, Math. Models Methods Appl. Sci. 2: 65-93, (1992).
  26. L. Preziosi. Thermal creep problem by the discrete Boltzmann equation Transp. Theory Stat. Phys. 21: 183-209, (1992).
  27. G.P. Galdi, D.D. Joseph, L. Preziosi, S. Rionero. Mathematical problems for miscible, incompressible fluids with Korteweg stresses, Eur. J. Mech./B: Fluid 10: 269-294, (1991).
  28. L. Preziosi, F. Rosso. Interfacial stability in a two layer shearing flow of immiscible liquids between sliding pipes, Eur. J. Mech./B: Fluid 10: 253-267, (1991).
  29. L. Preziosi, F. Rosso. Stability of a viscous liquid between sliding pipes, Phys. Fluids/A 2: 1158-1162, (1990).
  30. D.D. Joseph, L. Preziosi. Addendum to Heat waves, Rev. Mod. Phys. 62: 375-392, (1990).
  31. D.D. Joseph, L. Preziosi. Heat waves, Rev. Mod. Phys. 61: 47-71, (1989).
  32. L. Preziosi, F. Rosso. Stability of a viscous liquid between sliding pipes, Phys. Fluids/A 2: 1158-1162, (1990).
  33. L. Preziosi. On an invariance property of the solution to Stokes' first problem for viscoelastic fluids, J. Non-Newtonian Fluid Mech. 33: 225-228, (1989).
  34. L. Preziosi, S. Rionero. Energy stability of steady shear flows of a viscoelastic fluid, Int. J. Engng. Sci. 27: 1167-1181, (1989).
  35. L. Preziosi, K.P. Chen, D.D. Joseph. Lubricated pipelining: Stability of core-annular flow, J. Fluid Mech. 201: 323-356, (1989).
  36. P. Than, L. Preziosi, D.D. Joseph, M. Arney. Measurement of interfacial tension between immiscible liquids with the spinning rod tensiometer, J. Colloid Interf. Sci. 124: 552-559, (1988).
  37. L.Preziosi, D.D. Joseph. The run-off condition for coating and rimming flows, J. Fluid Mech. 187: 99-113, (1988).
  38. D.D. Joseph, L. Preziosi. Stability of rigid motions and coating films in bicomponent flow of immiscible liquids, J. Fluid Mech. 185: 323-351, (1987).
  39. T.I. Hesla, F.R. Pranckh, L. Preziosi Squire's theorem for two stratified fluids, Phys. Fluids 29: 2808-2811, (1986).
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