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Titlebook: Numerical Methods in Laminar Flame Propagation; A GAMM-Workshop Norbert Peters,Jürgen Warnatz Book 1982 Springer Fachmedien Wiesbaden 1982

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Discussion of Test Problem Brized. The problem is formulated and some background given. In general, there is good agreement of the results calculated by different methods. Minor deviations from the results expected can be attributed either to the transport model or to deficiencies of the grid point system used.
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Numerical Solution of Burner-Stabilized Pre-Mixed Laminar Flames by an Efficient Boundary Value Methnce approach is used in which the nonlinear difference equations are solved by a damped-modified Newton method. An assumed temperature profile helps to generate a converged numerical solution on an initial coarse grid. Mesh points are inserted in regions where the solution profiles exhibit high grad
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Toward the Formulation of a Global Local Equilibrium Kinetics Model for Laminar Hydrocarbon Flamestion of the model is based on a first order expansion of the reaction rates about local equilibrium. The motivation for this local equilibrium model is discussed by first analysing the performance of standard global models. It is concluded that H. and CO need to be included in these models if the en
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Time-Dependent Simulation of Flames in Hydrogen-Oxygen-Nitrogen Mixturess. The model incorporates a number of new approaches and algorithms which have now been tested by comparisons to less complex or analytic solutions and by comparisons to experimental data. These new elements include: ADINC [1] an implicit, Lagrangian method for solving the convective parts of the co
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Mechanism of Flame Propagation in Hydrogen-Air and Methane-Air Systemsned either by means of the “thermal theory” or of the “active-species-diffusion theory”. Though these theories are satisfactory for roughly analyzing flame propagation, they aren’t exact enough to discuss it in detail.
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Flames near rich flammability limits, with particular reference to the hydrogen — air and similar sys of flammability between which premixed flame propagation will occur, but outside which a premixed flame will not propagate through the mixture indefinitely. Global reaction rate theories of the steady state propagation of infinite, adiabatic, planar flame fronts are unable straightforwardly to exp
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Numerical Methods in Laminar Flame Propagation978-3-663-14006-1Series ISSN 0179-9614
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