High‐speed compressible turbulent flows typically contain discontinuities and have been widely modelled using Weighted Essentially Non‐Oscillatory (WENO) schemes due to their high‐order accuracy and sharp shock capturing capability. However, such schemes may damp the small scales of turbulence, and result in inaccurate solutions in the context of turbulence‐resolving simulations. In this connection, the recently‐developed Targeted Essentially Non‐Oscillatory (TENO) schemes, including adaptive variants, may offer significant improvements. The present study aims to quantify the potential of these new schemes for a fully‐turbulent supersonic flow. Specifically, DNS of a compressible turbulent channel flow with M = 1: 5 and Re τ = 222 is conduc...
Thesis (Ph.D.)--Wichita State University, College of Engineering, Dept. of Aerospace EngineeringThis...
In Kotov et al. (Proceedings of ICCFD8, 2014) the LES of a turbulent flow with a strong shock by Yee...
High order essentially non-oscillatory (ENO) finite difference schemes are applied to the 2-D and 3-...
High-speed compressible turbulent flows typically contain discontinuities and have been widely model...
Performing LES of compressible flows is a challenging affair. On the one hand, one strives to minimi...
International audienceThree high order shock-capturing schemes are compared for large eddy simulatio...
High-order numerical methods for Computational Fluid Dynamics have undergone significant fundamental...
Abstract This paper reports high resolution simulations using fifth-order weighted es-sentially non-...
Although supersonic turbulent boundary layers (TBL) have been extensively studied both numerically a...
The computational challenge of predicting shock-turbulence interactions stems from the fundamentally...
Flows in which shock waves and turbulence are present and interact dynamically occur in a wide range...
An assessment of two numerical formulations for high-order reconstruction on unstructured triangular...
Computation of flow through shock waves was extremely difficult to handle, as shocks present sharp c...
In recent years, the increased use of off-the-shelf components and the large-scale adoption of paral...
Direct Numerical simulations (DNS) belong to the class of simulations that strive to emulate the rea...
Thesis (Ph.D.)--Wichita State University, College of Engineering, Dept. of Aerospace EngineeringThis...
In Kotov et al. (Proceedings of ICCFD8, 2014) the LES of a turbulent flow with a strong shock by Yee...
High order essentially non-oscillatory (ENO) finite difference schemes are applied to the 2-D and 3-...
High-speed compressible turbulent flows typically contain discontinuities and have been widely model...
Performing LES of compressible flows is a challenging affair. On the one hand, one strives to minimi...
International audienceThree high order shock-capturing schemes are compared for large eddy simulatio...
High-order numerical methods for Computational Fluid Dynamics have undergone significant fundamental...
Abstract This paper reports high resolution simulations using fifth-order weighted es-sentially non-...
Although supersonic turbulent boundary layers (TBL) have been extensively studied both numerically a...
The computational challenge of predicting shock-turbulence interactions stems from the fundamentally...
Flows in which shock waves and turbulence are present and interact dynamically occur in a wide range...
An assessment of two numerical formulations for high-order reconstruction on unstructured triangular...
Computation of flow through shock waves was extremely difficult to handle, as shocks present sharp c...
In recent years, the increased use of off-the-shelf components and the large-scale adoption of paral...
Direct Numerical simulations (DNS) belong to the class of simulations that strive to emulate the rea...
Thesis (Ph.D.)--Wichita State University, College of Engineering, Dept. of Aerospace EngineeringThis...
In Kotov et al. (Proceedings of ICCFD8, 2014) the LES of a turbulent flow with a strong shock by Yee...
High order essentially non-oscillatory (ENO) finite difference schemes are applied to the 2-D and 3-...