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Study of the Constraint Selection Through ASVDADD Method for Rate-Controlled Constrained-Equilibrium Modeling on Ethanol Oxidation Without PLOG Reactions

机译:乙醇氧化对乙醇氧化率控制约束法的约束选择的研究

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Reduction of the detail chemical kinetic mechanism is important in solving complex combustion simulation. In this work, a model reduction scheme rate-controlled constrained-equilibrium (RCCE) is considered in predicting the oxidation of ethanol. A detail kinetic mechanism by Merinov from Lawrence Livermore National Laboratory (LLNL) is used in modeling this reduction technique. The RCCE method considers constrained equilibrium states which subjected to a lower number of constraints compared to the number of species. It then has to solve a smaller number of differential equations compared to the number of equations required in solving the detailed kinetic model (DKM). The accuracy of this solution depends on the selection of the constraint. A systematic procedure which will help in identifying the constraint at an optimal level of accuracy is an essential for RCCE modeling. A fully automated Approximate Singular Value Decomposition of the Actual Degrees of Disequilibrium (ASVDADD) method is used in this study to derive the constraint for RCCE simulation. ASVDADD uses an algorithm which follows the simple algebraic analysis on results of underlying DKM to find the degree of disequilibrium (DoD) of the individual chemical reactions. The number of constraints which will be used in RCCE simulation can be selected to reduce the number of equations required to solve. In the current work, this ASVDADD method is applied on ethanol oxidation to select the constraint for RCCE simulation. Both DKM and RCCE calculations on ethanol fuel are demonstrated to compare the result of temperature distribution and an ignition delay time for validating the method.
机译:细节化学动力学机制的减少对于求解复杂的燃烧模拟是重要的。在这项工作中,考虑在预测乙醇的氧化时考虑模型还原方案率控制的受限平衡(RCCE)。来自Lawrence Livermore国家实验室(LLNL)的梅利诺夫的细节动力机制用于建模这种减少技术。与物种数量相比,RCCE方法考虑受到较低限制数量的受约束的平衡状态。然后,与求解详细动力学模型(DKM)所需的方程数相比,它必须解决较少数量的微分方程。该解决方案的准确性取决于约束的选择。一个系统的程序,它将有助于识别最佳精度水平的约束是RCCE建模的必由之限。本研究中使用了全自动近似奇异值分解的实际不平衡(ASVDADD)方法,从而导出RCCE仿真的约束。 Asvdadd使用了一种算法,该算法跟随简单的代数分析对底层DKM的结果,以找到个体化学反应的不平衡程度(DOD)。可以选择将用于RCCE仿真中的约束的数量以减少解决所需的方程数。在当前的工作中,该ASVDADD方法应用于乙醇氧化以选择RCCE仿真的约束。对乙醇燃料的DKM和RCCE计算都经证明了比较温度分布的结果和用于验证该方法的点火延迟时间。

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