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Active subspace-based dimension reduction for chemical kinetics applications with epistemic uncertainty

机译:具有认知不确定性的基于子空间的主动维降用于化学动力学应用

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摘要

We focus on an efficient approach for quantification of uncertainty in complex chemical reaction networks with a large number of uncertain parameters and input conditions. Parameter dimension reduction is accomplished by computing an active subspace that predominantly captures the variability in the quantity of interest (QoI). In the present work, we compute the active subspace for a H-2/O-2 mechanism that involves 19 chemical reactions, using an efficient iterative strategy. The active subspace is first computed for a 19-parameter problem wherein only the uncertainty in the pre-exponents of the individual reaction rates is considered. This is followed by the analysis of a 36-dimensional case wherein the activation energies and initial conditions are also considered uncertain. In both cases, a 1-dimensional active subspace is observed to capture the uncertainty in the QoI, which indicates enormous potential for efficient statistical analysis of complex chemical systems. In addition, we explore links between active subspaces and global sensitivity analysis, and exploit these links for identification of key contributors to the variability in the model response. (C) 2019 The Combustion Institute. Published by Elsevier Inc. All rights reserved.
机译:我们专注于一种有效的方法,用于量化具有大量不确定参数和输入条件的复杂化学反应网络中的不确定性。参数维数的减小是通过计算一个主要捕获感兴趣量(QoI)变异性的活动子空间来实现的。在当前的工作中,我们使用有效的迭代策略来计算涉及19个化学反应的H-2 / O-2机制的活动子空间。首先为19参数问题计算活动子空间,其中仅考虑各个反应速率的前指数的不确定性。接下来是对36维情况的分析,其中激活能量和初始条件也被认为是不确定的。在这两种情况下,均观察到一维活动子空间以捕获QoI中的不确定性,这表明对复杂化学系统进行有效统计分析的巨大潜力。此外,我们探索了活动子空间与全局敏感度分析之间的联系,并利用这些联系来确定模型响应中的可变性的关键因素。 (C)2019燃烧研究所。由Elsevier Inc.出版。保留所有权利。

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