2011
DOI: 10.1061/(asce)te.1943-5436.0000206
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Uncertainty in Rail-Track Geometry Degradation: Lisbon-Oporto Line Case Study

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Cited by 61 publications
(36 citation statements)
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“…Based on the results of the model for the unrepaired curve segments (Table 3), −1 and are significant at a 95 percent confidence level ( value is less than 0.05) to estimate These results are consistent with previous findings on rail track degradation models [25,26] which demonstrate that geometry condition of a track within its life time is strongly dependent on its initial level. Also these studies [2,27] support the results of this research about the influence of rail type and track surface on rail track degradation.…”
Section: Regression Analysessupporting
confidence: 80%
“…Based on the results of the model for the unrepaired curve segments (Table 3), −1 and are significant at a 95 percent confidence level ( value is less than 0.05) to estimate These results are consistent with previous findings on rail track degradation models [25,26] which demonstrate that geometry condition of a track within its life time is strongly dependent on its initial level. Also these studies [2,27] support the results of this research about the influence of rail type and track surface on rail track degradation.…”
Section: Regression Analysessupporting
confidence: 80%
“…In fact, this idea followed from an initial exploratory work previously conducted in [15], showing that spatial correlation between deterioration rates and initial quality were statistically significant. In that sense, none of the previous statistical models takes advantage of these spatial correlations between deterioration rates and the initial qualities for consecutive track sections, in order to improve the current predictive models.…”
Section: -Current Limitations In Statistical Modelling Of Railway Tramentioning
confidence: 99%
“…10 defects commonly appeared in railway networks reside in (Coenraad Esveld 2001). Eight data samples, each corresponding to a short time series for an individual plain track, extracted from (Andrade and Teixeira, 2011) were used in the testing. A time series has a length of 14 independent observations (data points) representing a standard deviation of the chosen parameter for a 200-meter track segment.…”
Section: An Examplementioning
confidence: 99%