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Pollutant Formation and Noise Emission in Turbulent Diffusion Flames. Model Development and Application to Large-Eddy Simulation

Автор:   Matthias I.
мягкая обложка
208 страниц
2008 год
Издательство:   Книга по Требованию
3231 руб
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Описание:These models are integrated into the flamelet/progress variable formulation, thus allowing for a consistent treatment of different combustion-physical effects in a unified framework. In particular, three critical modeling aspects are considered, namely local flame extinction and reignition, nitrogen oxide formation, and noise-generation by combustion. In this work, computational models are developed for application to large-eddy simulation (LES). The computational models are analyzed in a priori studies and applied to LES for different flame configurations, including turbulent jet flames and a realistic aircraft engine combustor. Numerical simulation techniques become viable tools to address such design challenges if adequate models are available. The accurate prediction of combustion processes in turbulent reacting flows is essential for the design of advanced combustion technologies. All LES models are validated using experimental data, and the underlying physical phenomena are discussed in great detail.

Orthomol Immun Junior Сила иммунитета на страже Вашего ребенка Orthomol Immun Junior Сила иммунитета на страже Вашего ребенка

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Agile Software Development

The speaker continues with: "... 5 and 9 are in the set...” At this point, the model changes dramatically, because the sentence contained a lot of "information" for the listener, much more than the earlier arrival of the number 15. Instead of adding two more to the pile of numbers in the set, the listener reduces the model to be "the odd numbers." Hearing that 5 and 9 are in the set added more than two small units information: It converted two medium-sized, competing models into a single, small model. The change in the size of the predictive model was relatively large. The "information received," being a measure of the momentary change in the receiver, is a transient quantity. Hearing the same sentence twice does not bring the same information the second time. Typically, the receiver's internal predictive model does not change as much, because the restructuring is usually smaller. Suppose the speaker repeats, "... 5 and 9 are in the set...” The listener already knows that 5 and 9 are in the set. At this point, the speaker can keep naming odd numbers without disturbing the predictive model of the listener ...»

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