2016
DOI: 10.1016/j.triboint.2016.04.007
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Methodology of a statistical and DOE approach to the prediction of performance in tribology – A DLC boundary-lubrication case study

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Cited by 7 publications
(4 citation statements)
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“…The distribution of measurement points in the considered experimental space was determined by using a structured design of experiments (DoE) approach. Standard DoE methods such as (full) factorial design, split-plot design, linear regression, Monte Carlo, Taguchi or Box-Behnken [18,19] are, however, poorly suited to obtain a detailed insight into the studied multidimensional stochastic phenomenon. In fact, these approaches are commonly aimed at conventional industrial practices where results are generally limited to the values of the control variables inducing local extrema of the dependent variable [19].…”
Section: Experimental Methodologymentioning
confidence: 99%
“…The distribution of measurement points in the considered experimental space was determined by using a structured design of experiments (DoE) approach. Standard DoE methods such as (full) factorial design, split-plot design, linear regression, Monte Carlo, Taguchi or Box-Behnken [18,19] are, however, poorly suited to obtain a detailed insight into the studied multidimensional stochastic phenomenon. In fact, these approaches are commonly aimed at conventional industrial practices where results are generally limited to the values of the control variables inducing local extrema of the dependent variable [19].…”
Section: Experimental Methodologymentioning
confidence: 99%
“…In the available literature, an increasing trend towards the development of friction models through a combination of experimental and numerical analyses can be observed. This can be seen in the application of statistical methods (Simonovic and Kalin, 2016) as well as other advanced mathematical modelling such as artificial neural networks, machine learning and artificial intelligence (Argatov, 2019; Ciulli, 2019). In previous work of the present authors, a model for prediction of friction in a cold forming process was developed by combining experimental data, statistical and numerical analyses (Lüchinger et al , 2018).…”
Section: Introductionmentioning
confidence: 99%
“…asperity contact model to address the roughness effect in lubricated contact [8], finite element method to solve the lubricated contact problem involving complex domain of surface contacts [9,13], and molecular dynamics simulation to investigate tribological phenomena in multiscale modelling [14,15]. Other than Reynolds Equation and its variants, other lubrication models in the literature revolve around regression analysis based on statistical approaches [16][17][18][19], empirical model driven by experimental observations [20,21], and models derived from first principles [22][23][24].…”
Section: Introductionmentioning
confidence: 99%