Ricardo Camarero

Affiliations: 
Mechanical Engineering Ecole Polytechnique, Montreal (Canada) 
Area:
Mechanical Engineering
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"Ricardo Camarero"
Bio:

http://digitool.library.mcgill.ca/R/?func=dbin-jump-full&object_id=93492&local_base=GEN01-MCG02

Parents

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Sannu Mölder grad student 1972 McGill
Frank John Zwarts grad student 1973 McGill
 (Numerical solutions of internal and external hypersonic flows at high incidence.)
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Publications

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Arabi S, Trépanier JY, Camarero R. (2019) A simple extension of Roe's scheme for multi-component real gas flows Journal of Computational Physics. 388: 178-194
Falsafioon M, Arabi S, Camarero R, et al. (2019) Moving meshes in complex configurations using the composite sliding grid method Computers & Fluids. 104256
Mortazavinia Z, Camarero R, Guibault F. (2018) Three-dimensional Analysis of Two-way Fluid-structure Interaction on a Flexible Hydrofoil in Viscous Flow International Journal of Fluid Machinery and Systems. 11: 333-343
Falsafioon M, Arabi S, Camarero R, et al. (2017) Unstructured Grid Smoothing for Turbomachinery Applications International Journal of Fluid Machinery and Systems. 10: 421-431
Arabi S, Trépanier JY, Camarero R. (2017) A simple extension of Roe's scheme for real gases Journal of Computational Physics. 329: 16-28
Arabi S, Trèpanier JY, Camarero R. (2015) Transient simulation of nozzle geometry change during ablation in high-voltage circuit breakers Journal of Physics D: Applied Physics. 48
Arabi S, Camarero R, Guibault F. (2014) Unstructured meshes for large body motion using mapping operators Mathematics and Computers in Simulation. 106: 26-43
Arabi S, Camarero R, Guibault F. (2014) Comparison of mapping operators for unstructured meshes Engineering With Computers. 31: 579-595
Falsafioon M, Arabi S, Camarero R, et al. (2013) Comparison of Two Mesh Smoothing Techniques for Unstructured Grids Iop Conference Series: Earth and Environmental Science. 22
Melot M, Trépanier JY, Camarero R, et al. (2012) Comparison of numerical models in radiative heat transfer with application to circuit-breaker simulations Mathematics and Computers in Simulation. 82: 2982-2996
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