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Is It Possible to Determine Normal Burning Parameters from the Detonation Theory?

机译:是否可以从爆炸理论确定正常燃烧参数?

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Within the framework of the classical one-dimensional theory of detonation based on conservation laws, the lower branch of the adiabat of energy release of the combustible mixture as a geometric place of the points of the final state of the system admits a solution for combustion waves whose propagation velocity D-fl ranges from zero to the deflagration velocity: 0 <= D-fl <= D-def. The normal burning wave propagation velocity S-u is located in this interval (0 <= S-u <= D-def), but it is traditionally calculated with the use of the thermal theory of combustion rather than detonation theory. Various approaches to choosing the final state point on the lower branch of the energy release adiabat for normal burning are analyzed in the present paper. Estimates are provided both for the degree of correspondence of the predicted and experimental velocities of flame propagation and for the degree of correspondence of the qualitative behavior of these dependences on the basis parameters of the mixture. For most hydrocarbon fuels considered in the study, the best agreement with the experimental data on S-u is provided by the formula defining the flame velocity D-fl as the mean geometric value between the diffusion velocity S-diff and deflagration velocity D-def.
机译:在基于保护规律的典型爆炸理论的框架内,可燃混合物的绝热剂的下部分支作为系统最终状态点的几何位置,承认燃烧波的解决方案其传播速度D-FL从零点到换液速度:0 <= D-FL <= D-DEF。正常的燃烧波传播速度S-U位于该间隔(0 <= S-U <= D-DEF),但传统上使用燃烧的热理理论而不是爆炸理论来计算。在本文中分析了各种方法来选择能量释放绝地的下部分支的最终状态点进行正常燃烧。估计是对火焰传播的预测和实验速度的对应程度以及这些依赖性对混合物的基础参数的定性行为的对应程度。对于在研究中考虑的大多数烃燃料中,与S-U上的实验数据的最佳协议由定义火焰速度D-F1的公式提供,作为扩散速度S-峡和净化速度D-DEF之间的平均几何值。

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