Three-Dimensional Compressible Chemically Reacting Computational Fluid Dynamics with Tensor Trains
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High-order methods have recently been shown to be an effective tool for high-fidelity flow computations like direct numerical simulations and large eddy simulations due to their strong balance between accuracy and computational cost. In this work, a high-order discontinuous Galerkin spectral element method (DGSEM) is developed to solve the chemically reactive Euler equations encountered in high-speed combustion. To handle the disparate length and time scales associated with these equations, we develop a novel method which combines the spectral accuracy of the SEM with the flexibility of DG approach. Thus, the framework is well suited to capture turbulence in smooth regions of the flow, while maintaining numerical stability in the presence of shocks. The numerical method is implemented within the spectral element solver Nek5000. Validation cases are conducted for both non-reactive and reactive discontinuous flows to demonstrate the solver capability. In particular, canonical one-dimensional and two-dimensional detonation simulations are performed and the high-order numerical results are validated against available literature data.
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Heat transfer for turbulent flow in smooth tubes of nitrogen tetroxide-nitrogen dioxide system
Computer program for calculating inviscid one- dimensional nonequilibrium nozzle expansion of propellant exhaust mixtures containing C, H, O, N, F, and Cl
Modified P function applied to turbulent mixing of three coaxial, axisymmetric jets of reactive gases
Chemical process for study of thermodynamic and kinetic behavior of electrically activated reactions
Computer program for calculating inviscid one-dimensional equilibrium, frozen and nonequilibrium nozzle expansion of propellant exhaust mixtures
Heat capacity expression due to chemical reaction, relating composition variations and binary diffusion coefficient with Lewis number, presenting integral equation for system enthalpy
Sintered W and W plus additive billets used to test feasibility of producing fiber-bearing composites by elongation during extrusion
Computer program calculates the inviscid one-dimensional equilibrium, frozen, and nonequilibrium nozzle expansion of gaseous propellant exhaust mixtures containing the elements - carbon, hydrogen, oxygen, nitrogen, fluorine and chlorine. The program performs calculations for conical nozzles only.
Computer program calculates the inviscid one-dimensional equilibrium, frozen, and nonequilibrium nozzle expansion of propellant exhaust mixtures containing carbon, hydrogen, oxygen, nitrogen, fluorine, chlorine and either aluminum, beryllium, boron or lithium. This program performs calculations for conical nozzles only.
Computer program calculates the inviscid one-dimensional equilibrium, frozen, and nonequilibrium nozzle expansion of propellant exhaust mixtures containing these six elements - carbon, hydrogen, oxygen, nitrogen, fluorine, and chlorine plus either aluminum, beryllium, boron or lithium. This program will perform calculations for contoured and conical nozzles.
Experimental study of effect of finite homogeneous reaction rates on heat transfer in turbulent tube flow
Analyses and finite difference procedure for predicting transient in-depth response of charring ablation materials
Laminar boundary layer problems solved by integral matrix methods
Computer program for finite difference equation analysis of in-depth response of materials exposed to high temperature environment