2019
DOI: 10.1016/j.compchemeng.2019.05.015
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Meta-modeling based efficient global sensitivity analysis for wastewater treatment plants – An application to the BSM2 model

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Cited by 64 publications
(33 citation statements)
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“…Sobol global sensitivity analysis is a method based on variance decomposition, which can determine the sensitivity of individual factors and factor coupling by calculating the contribution of single and multiple factors to the total variance [29]. The most commonly used Sobol sensitivity indices are the first-order Sobol indices S i and the total-order Sobol indices S Ti [30]. S i shows the individual influences of each input variable on the output response, indicating that the contributions of each variable without considering the mutual effects of the variables, which is called the main effect.…”
Section: Beginmentioning
confidence: 99%
“…Sobol global sensitivity analysis is a method based on variance decomposition, which can determine the sensitivity of individual factors and factor coupling by calculating the contribution of single and multiple factors to the total variance [29]. The most commonly used Sobol sensitivity indices are the first-order Sobol indices S i and the total-order Sobol indices S Ti [30]. S i shows the individual influences of each input variable on the output response, indicating that the contributions of each variable without considering the mutual effects of the variables, which is called the main effect.…”
Section: Beginmentioning
confidence: 99%
“…Cooling time, cooling profile, seed mass, and seed size fraction (including mean and standard deviation) were the operational variables that were selected while yield and nucleation rates were defined as the process performance output. Two sensitivity analysis techniques of Morris screening [30][31][32] and Polynomial Chaos Expansions (PCE)-based Sobol's indices [33,34] as a variance decomposition model were employed.…”
Section: Sensitivity Analysis For Design Of the Validation Experimentsmentioning
confidence: 99%
“…Once this approximation of the model output is obtained, the total and partial variance of the function can directly be computed due to the orthogonality of the polynomials [47,51]. Once the variances are obtained, the Sobol sensitivity indices can be computed.…”
Section: Polynomial Chaos Expansionsmentioning
confidence: 99%