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Titlebook: Mathematical Modeling in Combustion and Related Topics; Claude-Michel Brauner (ARW-Director),Claudine Schm Book 1988 Martinus Nijhoff Publ

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楼主: 厌氧
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Nonlinear Studies of Low-Frequency Combustion Stabilitiesstabilities when convective perturbations travelling on the flame front couple with the acoustic oscillation. A criterion for quarter- wave instability is derived and compared with experimental results.
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Reminiscences on the Life and Work of G.S.S. Ludfords fitting that we should start by recalling something of the man and his life. This task has fallen to me since I probably knew him for as long and as well as anyone here. In fact, I knew him for nearly 22 years. We first met in the spring of 1965. I was working in Buffalo, Nev York, at Cornell Aero
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A Nonlinear Elliptic Problem Describing the Propagation of a Curved Premixed Flametion model. More precisely, we consider the following problem, set in the strip . = {(.) ∈ IR., 0 < . < .{: ., ., ., where . is a given function and . is some nonlinear source term satisfying certain conditions to be specified below. The unknowns are the positive parameter . and the function . which
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Mathematical Modeling in the Age of Computing: Is It Redundant? fields, not least that of combustion. At the same time, the euphoria that such power can engender has led some practitioners of the silicon arts—otherwise sensible men and women—to suggest, in some cases explicitly, that this new age of computing will write the epitaph for mathematical modeling. I
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Combustion and Compressibility in Gasess must not be small in such circumstances, and it is deduced that the “inviscid” Euler equations are adequate to describe all behaviour outside the interior of shock waves (which are therefore treated as discontinuities) when the reactions are of the large-activation energy type.
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Modeling the Chemistry in Flamesntial character of the combustion events. Moreover, computations are expensive and sometimes not immediately enlightening as to the reasons for the phenomena they display. It is therefore extremely important to be able, if possible, to systematically reduce the complex problem to understandable term
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Computer Simulation of 2D/3D Reacting Flows in Complicately Shaped Regions for Engineering of engineers and technologists, who do not possess deep knowledge of numerical mathematics. The highly efficient CAD or diagnostic systems cannot be created without proper involvement of computer simulation. So a major problem arises concerning the development of special computational methods and a
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