馃幆 The detailed methodology and results can be accessed through this link:
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Description
The APS (Air Processing System) is critical for the operation of Scania trucks. APS failures can lead to significant industrial costs and production downtime. Historical sensor data enables the analysis of system behavior and early detection of anomalies before they escalate into critical failures.
In this study, a Random Forest model was trained to detect APS system failures, with special attention given to the highly imbalanced nature of the dataset by applying class weighting to the rare positive instances. Model performance was evaluated using standard metrics including precision, recall, F1-score, and confusion matrices, while the associated industrial cost was calculated based on the impact of false positives and false negatives. To further optimize failure detection and reduce total costs, XGBoost was optionally employed. Additionally, feature importance analysis was conducted to identify the most critical sensors influencing APS failure predictions, with the top features visualized through horizontal bar charts to provide interpretable insights for industrial decision-making.
Figure 1 illustrates the confusion matrix of the Random Forest model applied to APS failure detection under a highly imbalanced class distribution. The model correctly classifies the majority of non-failure cases, as reflected by the large number of true negatives and the very low number of false positives. This indicates a strong capability to avoid unnecessary maintenance actions. However, a non-negligible number of APS failures are misclassified as normal operations (false negatives), which represent critical cases from an industrial perspective due to their high associated cost. This result emphasizes the importance of cost-sensitive learning and motivates the use of alternative models, such as XGBoost, to further reduce false negatives and optimize industrial cost. In the confusion matrix, the value 15,607 corresponds to true negatives, that is, trucks that do not have an APS system failure and are correctly identified as such by the model, demonstrating its ability to avoid unnecessary maintenance interventions.
Figure 2 presents the top 15 most influential sensor variables used by the Random Forest model to predict APS failures. The results indicate that the prediction is driven by a limited subset of sensors, with aa_000 being the most dominant feature, followed by ci_000, ck_000, and dn_000. This suggests that APS failures are strongly associated with specific operational measurements rather than uniformly across all sensors. The concentration of importance among these variables highlights their potential relevance for targeted monitoring and preventive maintenance strategies, as focusing on key sensors could improve fault detection efficiency while reducing system complexity.
Conclusion
The experimental results confirm that the proposed machine learning approach is effective for detecting failures of the Air Pressure System (APS) in heavy-duty trucks. The Random Forest model achieved a high overall accuracy (≈99%) and a strong precision for the negative class, indicating reliable identification of non-failure cases. However, the recall for APS failures remained moderate (≈58–61%), highlighting the intrinsic difficulty of detecting rare failure events in highly imbalanced industrial datasets.
The integration of class weighting significantly reduced the number of false negatives, which are associated with the highest industrial cost. Using the defined cost function, the Random Forest model resulted in a total industrial cost of approximately 74,000–78,000 units, demonstrating a meaningful improvement over non–cost-aware baselines. Furthermore, the XGBoost model substantially outperformed Random Forest in cost optimization, reducing the total industrial cost to approximately 29,850 units, primarily by further decreasing missed APS failures.
Feature importance analysis revealed that a limited set of sensor variables (e.g., aa_000, ci_000, ck_000, dn_000) consistently contributed most to the predictive performance. This suggests that APS degradation can be detected through specific operational patterns captured by onboard sensors. Overall, these results validate the relevance of cost-sensitive learning for industrial reliability studies and demonstrate the practical value of data-driven predictive maintenance in intelligent transportation systems.
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This script aims to predict the probability that a college basketball team wins against another in a match. It leverages historical data on teams, regular season results, and tournament seeds to build a predictive model.
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Cet ouvrage, 脿 la dimension d’un trait茅 philosophique, au sens propre, est amen茅 avant tout, de d茅rouler une vari茅t茅 des structures en concepts 脿 travers des v茅racit茅s fond茅s sur un ensemble des raisonnements d茅ductifs, observationnels et logiques, entretenant des perspectives transversales, longitudinales et pyramidales pour mettre en 艙uvre non seulement des solutions transparentes 脿 l’茅gard des probl猫mes complexes, mais aussi formuler des sous-ensembles des th茅or猫mes, propri茅t茅s, axiomes, postulats, assomptions et hypoth猫ses, qui s’agglom猫rent pour 茅difier 脿 leur tour les piliers des th茅ories Adaniennes.
En termes simples, cet ouvrage initie l’universalit茅 de la scientificit茅 en philosophie, en mettant sur pied des pr茅ceptes dont la plupart sont novatrices, afin d’茅manciper la multiplicit茅 en recherche dans le domaine de la philosophie et les disciplines adjacentes et d’autres part, red茅finir les bases connues en principes de la litt茅rature en philosophie. Les th茅ories d茅velopp茅s et am茅lior茅s dans cet ouvrage sont 脿 la fois amplificatrice et simplificatrice pour une accessibilit茅 脿 un large public leur offrant une vue d’ensemble 脿 360°.
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Description:
Table 1. Overall change
of rainfall for future climate generated using CanESM2, AFR44 and CanESM5 models
in RCP 4.5 and RCP 8.5 scenarios.
Figure 3. Historical and projected
average monthly rainfall at Djibouti airport station (1953-2021) using
statistical downscaling of CanESM2 and CanESM5 and corrected regional model
CORDEX from 2006–2100.
Table 2. Trend of ETCDDI indices for
extreme precipitation (historical (1980-2017) and projected with AFR44.CanRCM4.CHIRPS.RCP45
(2018-2099) at the Djibouti airport station and detection of the stationarity
period with the Pettitt test (Pettitt, 1979) and standard normal homogeneity (SNHT,
Alexandersson 1986).
Figure 4. Projected Interannual
variations (line) and linear trends (dash) in mean annual 3-month RAI at
Djibouti airport station from downscaled CMIP5, CMIP6 and CORDEX based on
observation, CHIRPS and ERA5Land datasets (right panels) and Characteristics of
drought (left panels).
Figure 5. Variation of
ETCDDI indices for projected extreme precipitation (2018-2099) at the Djibouti airport
station with the CanESM2 (CHIRPS.RCP45 and ERA5Land. RCP85), CanESM5 (CHIRPS. RCP45
and ERA5Land. RCP45) and CORDEX (CHIRPS. RCP45 and ERA5Land. RCP45) models.
Figure 5. Projected rainfall changes
relative to the baseline period 1953–2021 based on the downscaled CanESM2-CMIP5
and CanESM5-CMIP6 using Observation, CHIRPS and ERA5Land datasets. Colored
shaded areas represent the areas of uncertainty (standard deviation) for the scenarios
RCP1.9, RCP.2.6 and RCP.7.0 for CMIP5 and SSP1-RCP2.6, SSP3-RCP7.0 and SSP5-RCP8.5
for CMIP6. The solid sphere in the boxplot represents
the mean, and the interquartile range spans from Q1 to Q3 within the box
square. Horizontal lines above and below denote the minimum and maximum.
Irregular dotted indicate extreme values.
Table 3. Evaluation of precipitation projections (very short term) from 2006 to 2021
under the RCP 4.5 scenario simulated at the Djibouti airport station by
Canadian Earth System models derived from CMIP5, CORE-CORDEX and CMIP6.
Table 4. Evaluation of precipitation projections (very short term) from 2006 to 2021
under the RCP 8.5 scenario simulated at the Djibouti airport station by
Canadian Earth System models derived from CMIP5, CORE-CORDEX and CMIP6.
Table 5. Overall change of average rainfall for future climate generated using CanESM2, AFR44 and CanESM5 model RCP 4.5 scenarios.
RAINFALL TRESHOLD (Djibouti Case)
·
Q12.5% less than 35.75 mm/annum (Dry
events)
·
Q87.5% more than
291.60/annum (Wet events)
·
Q50% less than 1 mm/month (Dry
events)
·
Q90% more than 32.72 mm/month (Wet
events)
·
Light rainfall (0–0.2(q95) mm/day)
·
Moderate rainfall events (0.2–8(q99) mm/day)
·
Heavy rainfall events (> 8 mm/day).
Abdi-Basid ADAN, 2024