CFL3D

CFL3D is a long-standing Navier-Stokes CFD code developed at NASA Langley Research Center for solving 2-D or 3-D flows on structured grids. The code has been in existence since the late 1980’s, is very reliable and stable, and has many capabilities and options

Keywords for this software

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References in zbMATH (referenced in 48 articles )

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  1. Vila-Pérez, Jordi; Giacomini, Matteo; Sevilla, Ruben; Huerta, Antonio: A non-oscillatory face-centred finite volume method for compressible flows (2022)
  2. Andrievskiĭ, Boris Rostislavich; Kuznetsov, Nikolaĭ Vladimirovich; Kudryashova, Elena Vladimirovna; Kuznetsova, Ol’ga Aleksandrovna: Elastic-flexural wing flutter: modeling, investigation, and prevention. A survey (2021)
  3. Degrigny, Johan; Cai, Shang-Gui; Boussuge, Jean-François; Sagaut, Pierre: Improved wall model treatment for aerodynamic flows in LBM (2021)
  4. Jiang, Zhen-Hua; Deng, Xi; Xiao, Feng; Yan, Chao; Yu, Jian: A higher order interpolation scheme of finite volume method for compressible flow on curvilinear grids (2020)
  5. Zhu, Wenqing; Xiao, Zhixiang; Fu, Song: Studies of flight-velocity effects on near-field and intermittent properties of a subsonic jet (2020)
  6. Li, Ji; Zhong, Chengwen; Pan, Dongxin; Zhuo, Congshan: A gas-kinetic scheme coupled with SST model for turbulent flows (2019)
  7. Liu, Hua-Yu; Gao, Xiao-Wei; Xu, Bing-Bing: An implicit free element method for simulation of compressible flow (2019)
  8. Coleman, G. N.; Rumsey, C. L.; Spalart, P. R.: Numerical study of turbulent separation bubbles with varying pressure gradient and Reynolds number (2018)
  9. Fang, Hong; Gong, Chunye; Yu, Caihui; Min, Changwan; Zhang, Xing; Liu, Jie; Xiao, Liquan: Efficient mesh deformation based on Cartesian background mesh (2017)
  10. Lian, H.; Kerfriden, P.; Bordas, S. P. A.: Shape optimization directly from CAD: an isogeometric boundary element approach using T-splines (2017)
  11. Tan, Shuang; Li, Qibing: Time-implicit gas-kinetic scheme (2017)
  12. Zhou, Cheng; Shi, Lei; Wang, Z. J.: Adaptive high-order discretization of the Reynolds-averaged Navier-Stokes equations (2017)
  13. Todarello, Giovanni; Vonck, Floris; Bourasseau, Sébastien; Peter, Jacques; Désidéri, Jean-Antoine: Finite-volume goal-oriented mesh adaptation for aerodynamics using functional derivative with respect to nodal coordinates (2016)
  14. Sergio Campobasso, M.; Piskopakis, Andreas; Drofelnik, Jernej; Jackson, Adrian: Turbulent Navier-Stokes analysis of an oscillating wing in a power-extraction regime using the shear stress transport turbulence model (2013)
  15. Eça, L.; Hoekstra, M.; Vaz, G.: Manufactured solutions for steady-flow Reynolds-averaged Navier-Stokes solvers (2012)
  16. Bücker, H. Martin; Slusanschi, Emil: Second-order derivatives of the general-purpose finite element package SEPRAN via source transformation (2011)
  17. Li, Wanai; Ren, Yu-Xin; Lei, Guodong; Luo, Hong: The multi-dimensional limiters for solving hyperbolic conservation laws on unstructured grids (2011)
  18. Swanson, R. C.; Rossow, C.-C.: An efficient solver for the RANS equations and a one-equation turbulence model (2011)
  19. Rumsey, C. L.; Swanson, R. C.: Turbulence modelling for active flow control applications (2009)
  20. Swanson, R. C.; Rumsey, C. L.: Computation of circulation control airfoil flows (2009)

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