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OPPOSED-FLOW FLAME DEVELOPMENT OVER MELTING POLYMERS - MODELING AND GLOBAL ENERGY BALANCE ANALYSIS

机译:熔融聚合物的相反流动火焰开发 - 建模和全球能量平衡分析

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A numerical model for flame spread over polymeric surfaces is investigated. The physical mechanisms considered in the condensed material include phase change (melting), in-depth pyrolysis reaction and heat conduction. The physical mechanisms considered in the gas phase, using the Oseen approximation, include heat transfer, fuel and oxidizer transfer, and finite-rate combustion kinetics. The mechanisms at the interface include heat conduction of both phases, radiant emission from the surface, and diffusion of pyrolysis products. The dependence of the flame spread rate on phase change and thermal properties is investigated by varying three non-dimensional parameters, St, (k{sub}l){top}-,and (C{sub}(pl)){top}-.Quantitative comparisons of flame spread rate indicate that the numerical model matches very well with an analytical formula. An energy balance analysis is performed for both ignition and flame spread processes in order to establish the importance of various heat transfer mechanisms and develop a simple theory. The linear relationship between ignition time and 1/St (or (C{sub}(pl)){top}-) from the numerical results is predicted by a simple theory. Good quantitative agreement between this theory and the numerical results is found for variable (C{sub}(pl)){top}-, and fair agreement for variable St. For variable (k{sub}l){top}-, only qualitative deductions can be obtained from this theory. The mechanisms of flame spread at the steady state are also interpreted by performing the energy balance analysis on various control volumes selected.
机译:研究了对聚合物表面的火焰传播的数值模型进行了研究。在冷凝材料中考虑的物理机制包括相变(熔化),深度热解反应和热传导。使用OSEEN近似在气相中考虑的物理机制包括传热,燃料和氧化剂转移和有限速率的燃烧动力学。界面的机制包括两个相的热传导,表面辐射发射,以及热解产物的扩散。通过改变三个非尺寸参数,st,(k {sub} l){top} - ,和(c {sub}(pl))来研究火焰扩散率对相变和热性质的依赖性。{top} - 火焰传播率的定量比较表明,数值模型与分析配方相匹配。对点火和火焰传播过程进行了能量平衡分析,以便建立各种传热机制的重要性,并发展了简单的理论。点从数值结果预测来自数值结果的点火时间和1 / s(或((c {sub}(pl)){top} - )之间的线性关系。在该理论和数值结果之间找到良好的定量协议,用于变量(C {sub}(pl)){top} - ,以及变量st的公平协议。对于变量(k {sub} l){top} - 仅限可以从这个理论中获得定性扣除。通过对所选择的各种控制体积进行能量平衡分析,还通过对所选择的各种控制体积进行能量平衡分析来解释火焰扩散的机制。

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