Piotr Szałtys

Stopień naukowy: mgr inż.
Stanowisko: doktorant

Instytut: Techniki Lotniczej i Mechaniki Stosowanej
Zakład: Aerodynamiki
Pokój: 117

Telefon: +48 22 234 75 23
Telefon 2:
Fax:
E-mail: pszaltys@meil.pw.edu.pl

Wybrane publikacje

  1. P. Szałtys, J. Majewski, S. Gepner, and J. Rokicki (2015). “High-Order 3D Anisotropic Hybrid Mesh Generation for High-Reynolds Number Flows”. English. In: IDIHOM: Industrialization of High-Order Methods - A Top-Down Approach. Ed. by N. Kroll, C. Hirsch, F. Bassi, C. Johnston, and K. Hillewaert. Vol. 128. Notes on Numerical Fluid Mechanics and Multidisciplinary Design. Springer International Publishing, pp.79–100. http://dx.doi.org/10.1007/978-3-319-12886-3_5.
  2. P. Szałtys, J. Majewski and J. Rokicki (2015). “Anisotropic Adaptation for Simulation of High-Reynolds Number Flows Past Complex 3D Geometries“. English. In: IDIHOM: Industrialization of High-Order Methods - A Top-Down Approach. Ed. by N. Kroll, C. Hirsch, F. Bassi, C. Johnston, and K. Hillewaert. Vol. 128. Notes on Numerical Fluid Mechanics and Multidisciplinary Design. Springer International Publishing, pp. 101-124. http://dx.doi.org/10.1007/978-3-319-12886-3_5.
  3. P. Szałtys, M. Chrust, A. Przadka, S. Goujon-Durand, LS. Tuckerman and J. E. Wesfreid (2012). “Nonlinear Evolution of Instabilities Behind Spheres and Disks“. Journal of Fluids and Structures, vol. 28, pp. 483-487. http://dx.doi.org/10.1016/j.jfluidstructs.2011.10.004

Inne informacje

  1. P. Szałtys, J. Majewski, and S. Gepner (2016). High-order hybrid grid generation for simulation of high-Reynolds number flows. In: FMC 2016
  2. P. Szałtys, J. Majewski, and S. Gepner (2016). Generation of Anisotropic High-Order Hybrid Grids For Simulation of High-Reynolds Number Flows. In: ECCOMAS CFD 2016
  3. J. Majewski, P. Szałtys, j. Rokicki and M. Wyrozębski (2015). Residual Distribution Scheme in Adaptive Simulation of 3D High-Reynolds Flow Past HLPW-1 Geometry. In: EUCASS 2015
  4. P. Szałtys, J. Majewski, and S. Gepner (2014). Hybrid high order grid generation applied for 3D geometries. In: ECCOMAS CFD 2014.
  5. J. Majewski and P. Szałtys (2014). Simulation of turbulent flows past 3D complex geometries using anisotropic adaptation technique. In: ECCOMAS CFD 2014.
  6. B. Górecki, P. Szałtys, J. Szumbarski and J. Rokicki (2014). Generation of high order curvilinear spectral element meshes for aerodynamic applications. In: ECCOMAS CFD 2014.
  7. P. Szałtys (2014). Generation of High Order Hybrid Grids for 3D Geometries. In: FMC 2014
  8. P. Szałtys, J. Majewski (2012). Hybrid grid generation in anisotropic adaptation applied for high Reynolds number turbulent flows. In: ECCOMAS CFD 2012.
  9. P. Szałtys, J. Majewski and J. Rokicki (2012). Structure Mesh Generator with Anisotropic Adaptation for Boundary Layer Region. In: FMC 2012
  10. P. Szałtys, A. Przadka, P. Jenffer, S. Goujon-Durand and J. E. Wesfreid (2010). Experimental investigatnion of the flow past a disk. In: FMC 2010