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VALIDATION OF THE ASVDADD CONSTRAINT SELECTION ALGORITHM FOR EFFECTIVE RCCE MODELING OF NATURAL GAS IGNITION IN AIR

机译:空气中天然气点火有效rcce建模的ASVDADD约束选择算法验证

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The Rate-Controlled Constrained-Equilibrium (RCCE) model reduction scheme for chemical kinetics provides acceptable accuracies in predicting hydrocarbon ignition delays by solving a smaller number of differential equations than the number of species in the underlying Detailed Kinetic Model (DKM). To yield good approximations, the method requires accurate identification of the rate controlling constraints. Until recently, a drawback of the RCCE scheme has been the absence of a fully automatable and systematic procedure capable of identifying the best constraints for a given range of thermodynamic conditions and a required level of approximation. A recent paper [1] has proposed a new methodology for such identification based on a simple algebraic analysis of the results of a preliminary simulation of the underlying DKM, focused on the behaviour of the degrees of disequilibrium (DoD) of the individual chemical reactions. The new methodology is based on computing an Approximate Singular Value Decomposition of the Actual Degrees of Disequilibrium (ASVDADD) obtained from the DKM simulation. The effectiveness and robustness of the method has been demonstrated in [1] for some cases of methane/oxygen ignition by considering a C1/H/O (29 species/133 reactions) sub-mechanism of the GRI-Mech 3.0 scheme and comparing the results of a DKM simulation with those of RCCE simulations based on increasing numbers of ASVDADD constraints. The RCCE results are in excellent agreement with DKM predictions for relatively small numbers of RCCE constraints. Here we provide a demonstration of the new method for some cases of shock-tube ignition of a natural gas/air mixture, with higher hydrocarbons approximately represented by propane according to the full (53 species/325 reactions) GRI-Mech 3.0 scheme.
机译:用于化学动力学的速率受控约束平衡(RCCE)模型还原方案通过求解较少数量的微分方程来预测烃火点火延迟的可接受的精度,而不是基本的详细动力学模型(DKM)中的物种数量。为了产生良好的近似,该方法需要准确地识别速率控制约束。直到最近,RCCE方案的缺点是不存在能够识别给定范围的热力学条件和所需近似水平的最佳约束的完全自动和系统的过程。最近的一篇论文[1]已经提出了一种基于简单的代数分析对潜在的DKM初步模拟结果的简单代数分析的新方法,其重点是单个化学反应的不平衡(DOD)的行为。新方法基于计算从DKM仿真获得的实际不平衡(ASVDADD)的近似奇异值分解。通过考虑GRI-MECH 3.0方案的C1 / H / O(29种/ 133反应)和比较来说,在[1]中,在[1]中已经证明了该方法的有效性和鲁棒性。基于越来越多的ASVDADD约束的RCCE仿真的DKM模拟结果。对于相对少量的RCCE限制,RCCE结果与DKM预测结果非常吻合。在这里,我们提供了一种新方法,用于一些天然气/空气混合物的震动管点火情况的案例,根据完整(53种/ 325反应)GRI-MECH 3.0方案,丙烷大致代表较高的碳氢化合物。

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