Ernani V. Volpe, Ph.D.
Affiliations: | 2001 | Stanford University, Palo Alto, CA |
Area:
numerical modeling of fluid mechanicsGoogle:
"Ernani Volpe"Parents
Sign in to add mentor| Donald Baganoff | grad student | 2001 | Stanford | |
| (Closure relations as determined by the maximum entropy method and near-equilibrium conditions.) | ||||
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Publications
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| Hayashi MT, Volpe EV, Ceze MA. (2018) On the use of the continuous adjoint method to compute nongeometric sensitivities International Journal For Numerical Methods in Fluids. 86: 679-698 |
| Serson D, Meneghini JR, Carmo BS, et al. (2014) Wake transition in the flow around a circular cylinder with a splitter plate Journal of Fluid Mechanics. 755: 582-602 |
| Hayashi M, Ceze M, Volpe E. (2013) Characteristics-based boundary conditions for the Euler adjoint problem International Journal For Numerical Methods in Fluids. 71: 1297-1321 |
| Hayashi M, Ceze M, Volpe E. (2010) Characteristics-based boundary conditions for the euler adjoint problem: 2-D formulation 28th Aiaa Applied Aerodynamics Conference |
| Volpe EV, Oliveira GL, Santos LCC, et al. (2009) Inverse aerodynamic design applications using the MGM hybrid formulation Inverse Problems in Science and Engineering. 17: 245-261 |
| Volpe EV, de Castro Santos LC. (2009) Boundary and internal conditions for adjoint fluid-flow problems Journal of Engineering Mathematics. 65: 1-24 |