Proceedings of the 2015 16th International Carpathian Control Conference (ICCC) 2015
DOI: 10.1109/carpathiancc.2015.7145124
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Application of the Monte Carlo method to estimate the uncertainty of air flow measurement

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Cited by 6 publications
(3 citation statements)
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“…A set of data was generated based on MCS to train the NF network. MCS is based on iterated random samplings and it is widely used to evaluate difficult mathematical problems, such as complex integration [25]. In this study, the generation of training data was carried out through bivariate normal distribution function as shown in Equation 8with two-step transformation.…”
Section: Training Based On Monte Carlo Simulationmentioning
confidence: 99%
“…A set of data was generated based on MCS to train the NF network. MCS is based on iterated random samplings and it is widely used to evaluate difficult mathematical problems, such as complex integration [25]. In this study, the generation of training data was carried out through bivariate normal distribution function as shown in Equation 8with two-step transformation.…”
Section: Training Based On Monte Carlo Simulationmentioning
confidence: 99%
“…Using the same scenarios (NDn and NDnC) and comparing at plot-level the mean error estimate, resulting in an overestimation of 2% of the GUM Method (p<0.01, Tables VIII-14 and VIII-16 in Appendix IV). Assessments in instrumentation, and material quality controls, report a range of 8 -21% of overestimate of GUM Method results (Mahmoud & Hegazy, 2017;Sana Sediva et al, 2015;Sona Sediva & Havlikova, 2013). However, when we applied the best-fit distribution with the MCM (scenarios MCBD & MCBDC) the uW per plot was not significantly different from the GUM Method results (scenarios NDn and NDnC) (p≥0.614, Table VIII-16 in Appendix IV).…”
Section: V35 Stand-level MCM (Non-sampling and Sampling Errors)mentioning
confidence: 89%
“…MCM has been applied to different fields of science to solve many of the problems associated. Error limits in accidentology (Martínez, 2003), risk estimation (Azofeifa, 2005), uncertainty in flow measurement (Basil et al, 2001), evaluation of measurement uncertainty of pharmaceutical certified reference material (Rocha & Nogueira, 2012), estimate the uncertainty of airflow measurement (Sediva et al, 2015). In natural resources, the uncertainty assessment has been applied in ecosystem budget calculations (Yanai et al, 2010), individual tree volume estimation (McRoberts, Tomppo, et al, 2015;McRoberts & Westfall, 2014, plot-based estimates of carbon stock (Holdaway et al, 2014), among others.…”
Section: I43 Monte-carlo Simulation Methods For Error Propagationmentioning
confidence: 99%