Michael J. Brazell, Ph.D.
Affiliations: | 2012 | Mechanical Engineering | Clarkson University, Potsdam, NY, United States |
Area:
Mechanical EngineeringGoogle:
"Michael Brazell"Parents
Sign in to add mentorDaniel T. Valentine | grad student | 2012 | Clarkson University | |
(Development of a high-order continuous finite element method on tetrahedra and its application for indoor air quality simulations.) |
BETA: Related publications
See more...
Publications
You can help our author matching system! If you notice any publications incorrectly attributed to this author, please sign in and mark matches as correct or incorrect. |
Kirby AC, Brazell MJ, Yang Z, et al. (2019) Wind farm simulations using an overset hp-adaptive approach with blade-resolved turbine models: International Journal of High Performance Computing Applications. 33: 897-923 |
Brazell MJ, Mavriplis DJ, Yang Z. (2016) Mesh-resolved airfoil simulations using finite volume and discontinuous galerkin solvers Aiaa Journal. 54: 2659-2670 |
Brazell MJ, Sitaraman J, Mavriplis DJ. (2016) An overset mesh approach for 3D mixed element high-order discretizations Journal of Computational Physics. 322: 33-51 |
Sammak S, Brazell MJ, Givi P, et al. (2016) A hybrid DG-Monte Carlo FDF simulator Computers & Fluids. 140: 158-166 |
Brazell MJ, Sitaraman J, Mavriplis DJ. (2015) An overset mesh approach for 3D mixed element high order discretizations 53rd Aiaa Aerospace Sciences Meeting |
Brazell MJ, Mavriplis DJ. (2015) High-order discontinuous galerkin mesh resolved turbulent flow simulations of a NACA 0012 airfoil 53rd Aiaa Aerospace Sciences Meeting |
Brazell MJ, Brazell M, Stoellinger M, et al. (2015) Using LES in a discontinuous Galerkin method with constant and dynamic SGS models 53rd Aiaa Aerospace Sciences Meeting |
Brazell MJ, Helenbrook BT. (2013) P = 2 Continuous finite elements on tetrahedra with local mass matrix inversion to solve the preconditioned compressible Navier-Stokes equations Computers and Fluids. 88: 643-652 |
Brazell MJ, Mavriplis DJ. (2013) 3D mixed element discontinuous Galerkin with shock capturing 21st Aiaa Computational Fluid Dynamics Conference |
Brazell MJ, Helenbrook BT. (2012) P=2 Continuous finite elements on tetrahedra with local mass matrix inversion Computer Methods in Applied Mechanics and Engineering. 213: 289-298 |