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21 September 2024

22 Pages

Analysis of Road Roughness and Driver Comfort in ‘Long-Haul’ Road Transportation Using Random Forest Approach

,
,
and
1
F’SATI, Faculty of Engineering and the Built Environment, Tshwane University of Technology, Pretoria 0001, South Africa
2
LISSI Laboratory, Université Paris-Est Créteil, 94000 Créteil, France
3
MAST Laboratory, Université Gustave Eiffel, All. Des Ponts et Chaussees, 44340 Bouguenais, France
*
Author to whom correspondence should be addressed.
This article belongs to the Section Vehicular Sensing

Abstract

Global trade depends on long-haul transportation, yet comfort for drivers on lengthy trips is sometimes neglected. Rough roads have a major negative influence on driver comfort and increase the risk of weariness, distracted driving, and accidents. Using Random Forest regression, a machine learning technique well-suited to examining big datasets and nonlinear relationships, this study examines the relationship between road roughness and driver comfort. Using the MIRANDA mobile application, data were gathered from 1,048,576 rows, including vehicle acceleration and values for the International Roughness Index (IRI). The Support Vector Regression (SVR) and XGBoost models were used for comparative analysis. Random Forest was preferred because of its ability to be deployed in real time and use less memory, even if XGBoost performed better in terms of training time and prediction accuracy. The findings showed a significant relationship between driver discomfort and road roughness, with rougher roads resulting in increased vertical acceleration and lower comfort levels (Road Roughness: SD—0.73; Driver’s Comfort: Mean—10.01, SD—0.64). This study highlights how crucial it is to provide smooth surfaces and road maintenance in order to increase road safety, lessen driver weariness, and promote long-haul driver welfare. These results offer information to transportation authorities and policymakers to help them make data-driven decisions that enhance the efficiency of transportation and road conditions.

1. Introduction

Since long-haul road transportation makes it possible to carry goods across great distances, it is essential to the global economy. Despite its vital relevance, the comfort of drivers during these lengthy drives is frequently disregarded. Uncomfortable driving circumstances, like those brought on by uneven roads, have been linked to driver weariness, a drop in attention span, and a higher chance of collisions, according to [1]. Due to its versatility, long-haul transportation is essential to international trade. However, long-distance driving can be taxing on drivers, compromising both their safety and well-being due to its demanding nature. Long-haul truck drivers deal with a variety of difficulties while driving for extended periods of time, including exhaustion, tension, and discomfort. Long-haul drivers’ comfort has a significant impact on their safety, degree of weariness, and general well-being [2] as discomfort can lead to fatigue, musculoskeletal disorders, and ultimately, safety risks [3].
Road roughness is a major aspect that affects the driving experience because it can affect comfort and pleasure in general on lengthy trips. This aligns with the studies conducted in [4,5], which indicated that extended exposure to unfavorable road conditions like uneven pavements may result in driver fatigue, discomfort, and even musculoskeletal diseases. The presence of potholes, bumps, and uneven surfaces on a road can greatly affect how comfortable drivers are. According to [6], the performance of drivers, job satisfaction, and general well-being are all directly impacted by their level of comfort and contentment.
Furthermore, the level of discomfort brought on by bad road conditions can raise stress levels, impair the focus of a driver, and increase the likelihood of an accident [7]. Road roughness accounts for the majority of accidents recorded as its consequential drowsy effects result into drivers losing control, driving outside the designated lane, and consequently having a head-on collision with oncoming vehicles or hitting external objects [8]. Therefore, the enhancement of road safety and maximizing the effectiveness of transportation systems require an understanding of the components, correlation and connection between road roughness and drivers’ comfort. Transportation authorities and legislators can improve road infrastructure and lessen the detrimental effects of bad road conditions on the well-being of drivers by examining how road roughness affects the comfort of drivers, as well as prioritize investments in road maintenance and contribute to infrastructure improvements as well as technological advancements. Moreover, cultivating a culture of road safety and sustainability requires advocating for and raising awareness of the significance of road conditions for driver comfort.
Understanding the connection between road roughness and driver comfort during long-distance driving is the focus of this study. The techniques used to investigate the relationships between various factors that affect a driver are frequently insufficient to fully capture their intricacies. This study’s primary goal is to investigate and clarify the intricate relationships between road roughness and the comfort of drivers during long-distance driving using the Random Forest machine-learning technique. In doing so, the study hopes to offer insights that can help with enhancing the quality of life of a driver and guiding the upkeep and improvement of road infrastructure. This study is anticipated to provide significant advances in our understanding of how road roughness affects driver comfort and increase our knowledge of the critical elements and relationships that cause discomfort when traveling long distances. The study encourages a data-driven decision-making approach by showcasing the effectiveness of Random Forest in conducting the correlation analysis, notably in capturing nonlinear correlations and handling huge, complicated datasets. In the end and not losing sight of computationally complexity issues as they relate to running time and memory consumption, this study carries out a comparative analysis of Random Forest regression, XGBoost regression and SVR regression models.
Research in the transportation sector often employs the Random Forest approach as well as other machine-learning algorithms for tasks such as route optimization, traffic prediction, and safety analysis. The benefits of using the Random Forest approach include its capacity to manage extensive and intricate datasets. Random Forest is a potent machine-learning technique that can identify nonlinear correlations among variables [9]. It handles multidimensional data and finds significant predictor variables when analyzing the relationship between road roughness and drivers’ comfort. Its capacity to produce precise forecasts and feature importance rankings makes it an excellent choice for examining the complex relationships between road roughness and driver comfort. Using Random Forest analysis, we can find subtle trends in the data that other statistical techniques would miss, giving stakeholders and policymakers in the transportation sector important new information to support decision-making. In order to provide a thorough understanding of the complex interaction between road conditions and drivers’ comfort during long-haul transportation, this study explores the use of Random Forest regression, which is adept at handling complex, nonlinear relationships [10]. Traditional methods for studying this relationship, such as surveys or simple statistical analysis, often struggle to capture the intricacies involved [11].
By leveraging Random Forest, we aim to gain a deeper understanding of how road roughness interacts with other factors to influence driver comfort in long-haul transportation. Previous studies have looked at how driving behavior, ride quality, and car performance are affected by uneven roadways. Nonetheless, this study gives voice to the issue by assessing how drivers’ comfort is affected by uneven roads. In this study, vertical acceleration data were extracted from a sensor smartphone, and the extracted data were analyzed to discuss the relationship between road roughness, driver health and road safety. Vertical acceleration data are a measurement of acceleration along the vertical axis (z-axis) of a vehicle. They refer to data representing the upward and downward forces acting on a vehicle (vibrations) as it reaches over road surfaces (be it bumpy surfaces, potholes, or uneven surfaces). In this study, the vertical acceleration data were captured using the MIRANDA app mounted on a BlackView smartphone.
Furthermore, the use of Random Forest regression analysis is justified by comparing its output in terms of running time and memory usage, with XGBoost and Support Vector Regression models. By utilizing cutting-edge machine-learning techniques, this work pushes toward a comprehensive knowledge of road roughness and comfort during long-haul transportation.
The study differs from the existing works in that
i.
It focuses on driver comfort—an important but frequently overlooked topic in long-haul transportation research—as opposed to other studies that primarily examined vehicle performance and vibrational responses.
ii.
In contrast to other studies that employed linear models or more straightforward statistical techniques, this work uses a nonlinear Random Forest methodology. This allows for a more detailed knowledge of the intricate links that traditional methods could miss between comfort and driving conditions.
iii.
Unlike other studies that rely on smaller datasets or less-precise data sources, this one employs a large dataset collected by smartphone sensors and processed using Python.
iv.
A comparison analysis between Random Forest, XGBoost, and SVR is included in the study to assess the trade-offs between real-time usability, memory consumption, and model complexity—a point that has not been as heavily stressed in other publications.
Succinctly, the following are the contributions of this study:
i.
This study provides a data-intensive investigation into the relationship between road roughness and driver comfort by analyzing 1,048,576 rows of data obtained from probe vehicles using the MIRANDA application (3.1.0).
ii.
By helping to improve road infrastructure to satisfy standard road indices, the study’s findings encourage more efficient transportation networks and help standardize the methodology used for evaluating road conditions. Consequently, the study offers practical insights for policymakers to prioritize road repair, which can enhance driver well-being and road safety, by addressing how road conditions influence driver weariness.
iii.
The study uses IRI criteria to evaluate road roughness and driver comfort, improving our knowledge of how these elements affect long-haul driver safety and insights into the physical strain that driving conditions put on drivers.
iv.
The study highlights Random Forest’s compromise between memory consumption and ease of use for real-time deployment by comparing it with XGBoost and Support Vector Regression (SVR) models.

3. Methodology

To ensure an effective evaluation that produces the desired result, this study adopts subjective and objective assessment approaches. For the objective assessment, we employ MIRANDA, a mobile application developed at the University of Gustave Eiffel, France. The application, which is loaded on a smartphone, is mounted on a driver’s vehicle and captures and records the acceleration of the vehicles’ movements as well as other variables. For the subjective assessment, the study subjected the data collected through objective assessment to further computation using Python scripts to calculate the magnitude of the acceleration from which the road roughness level was determined. The driver’s comfort level was also computed from the acceleration values (x, y, and z) alongside the acceleration magnitude. The data captured from these two assessments were then subjected to Random Forest machine-learning analysis to evaluate the road roughness level and predict the driver’s comfort level. Using many decision trees and combining their predictions, Random Forest, as a supervised machine-learning technique, increases accuracy and robustness. In order to model the association between road roughness and drivers’ comfort, the analysis was further subjected to Pearson and Spearman correlation analysis to evaluate the correlation between the driver’s comfort and the status of the road.
Table A1 and Table A2 (Appendix A and Appendix B) show the data collected and the model computed from them, while Figure 1 is the system model.
Figure 1. System model.

3.1. Detailed Analysis of the Model’s Components

3.1.1. Initializing and Loading MIRANDA App

The device used for measurement is an Android smartphone. The device utilized was a 6.5-inch Blackview BV9200 Rugged Smartphone (Paris, France) running Android 12 with 256 GB of RAM, a 50 Megapixel camera, and 3G/4G connectivity. Raw data were provided by the sensors included in most smartphones (time, acceleration, GPS locations, etc.). The MIRANDA (Measurement of Road Indicators by Nomadic devices) application was installed on the smartphones. The measurement session was managed by the MIRANDA application, which also handled the settings, survey activation and deactivation, measurement file production, and other tasks. During the test drive, the smartphone was integrated into a probe vehicle and utilized to gather data. Over the course of the data collection, eight (8) different probe vehicles were used. From these, 5,242,880 rows of data were generated; however, due to the maximum number of rows an Excel file could return, only 1,048,576 rows of data could be captured and used for this study.

3.1.2. The Server and Database

The gathered data were sent to a back-end server, where the data were automatically analyzed to produce an estimated road profile and the associated indicator. An uploaded database contained the completed data/information. The finished data/information were uploaded to a database.

3.1.3. Converted and Merged Zipped Data

The data generated through the MIRANDA app and the sensor-based smartphone were stored as zip files https://filesender.renater.fr/?s=download&token=64a52d74-9a45-4747-9c47-9859095abcb1 (accessed on 23 July 2024). Figure 2 shows the codes used to extract the zip files, while Figure 3 show the scripts written to convert and also merge the various zip files/folders.
Figure 2. Python file extraction scripts.
Figure 3. Python file merge scripts.

3.1.4. Preprocessing and Feature Selection

The collected data were further processed using data cleaning techniques (removal of incomplete/missing data). A filter feature selection technique was deployed to remove noisy or unwanted/irrelevant features. Figure 4 and Figure 5 show the Python scripts used in the preprocessing and direct selection of variables/columns from the study’s dataset.
Figure 4. Data preprocessing.
Figure 5. Feature selection.

3.1.5. Data Splitting

Data splitting involves partitioning the dataset into subsets to enhance training and testing. For this study, the dataset was divided into a training dataset and testing dataset in the proportion of 80:20. Figure 6 is the Python code snippet used for the splitting.
Figure 6. Data splitting.

3.1.6. Model Initialization, Training, Prediction, Evaluation and Computations of Running Time and Memory Usage

As a common practice in machine learning, the random initialization seed value is 42, to ensure the consistency and reproducibility of results. The model training (X_train and y_train) was specified to allow the model to learn how the independent variables relate to the dependent variables. To avoid overfitting, the prediction was carried out on x_test data. This also assisted in ensuring that our model generalizes to new, unseen data. Performance evaluation (using Mean Squared Error (MSE), Mean Absolute Error (MAE) and R-Squared (R2) metrics) was also carried out by predicting based on the x_test data.
The key complexity challenges in RFR, which are memory usage and training time, were managed by tuning key parameters, optimizing the Random Forest with limited depth and a random selection of data points. Memory profilers, using psutil library and time module, were deployed in the codes for optimizing the memory usage and running time, respectively. Figure 7 shows the Python codes executed to carry this out and also some other outputs.
Figure 7. Model initialization, training, prediction, evaluation and computations.

3.1.7. Correlation Analysis and Outputs

Figure 8 and Figure 9 show the Python scripts for the correlation analysis and plots, respectively, using both Pearson and Spearman’s correlation types.
Figure 8. Correlation analysis.
Figure 9. (a): Correlation matrix. (b): Bar chart.

4. Results and Discussion

4.1. The Model

As stated in Section 3.1.7, the Random Forest regression model was evaluated using the following metrics: Mean Squared Error (MSE), Mean Absolute Error (MAE) and R-Squared (R2) (Equations (1)–(3)).
M S E = 1 n ∑ i = 1 n y i − y i ^ 2
where
  • n—number of data points/observations (1,048,576 rows of data).
  • y i —actual value of the target variable (accl_magnitude) for the i-th data point.
  • y ⏞ i —predicted value of the target variable (accl_magnitude) for the i-th data point.
  • y i − y i ^ 2 —squared difference (or error) between actual and predicted values for each data point.
M A E = 1 n ∑ i = 1 n y i − y i ^
where
  • n—number of data points/observations (1,048,576 rows of data).
  • y i —actual value of the target variable (accl_magnitude) for the i-th data point.
  • y i ⏞ —predicted value of the target variable (accl_magnitude) for the i-th data point.
  • y i − y i ^ —absolute difference (or error) between actual and predicted values for each data point.
R 2 = 1 − S S r e s S S t o t
where
  • SSres- ∑ i = 1 n y i − y i ^ 2 —the residual sum of squares.
  • SStot- ∑ i = 1 n y i − y i ^ 2 —the total sum of squares.
  • n—number of data points/observations (1,048,576 rows of data).
  • y i —actual value of the target variable (accl_magnitude) for the i-th data point.
  • y i ⏞ —predicted value of the target variable (accl_magnitude) for the i-th data point.
  • y ¯ —mean value of the actual values of the target variable.
The results computed show
Evaluating Random Forest...
Random Forest Regressor Training Time: 135.4263 secs
Random Forest Regressor Mean Squared Error: 0.0006
Random Forest Regressor Mean Absolute Error: 0.0157
Random Forest Regressor R Squared: 0.9958
Random Forest Regressor Peak Memory Usage: 337.7812 MB
Evaluating XGBoost...
XGBoost Regressor Training Time: 6.1867 secs
XGBoost Regressor Mean Squared Error: 0.0002
XGBoost Regressor Mean Absolute Error: 0.0060
XGBoost Regressor R Squared: 0.9987
XGBoost Regressor Peak Memory Usage: 65.3438 MB
Evaluating SVR...
Support Vector Regressor Training Time: 10.0060 secs
Support Vector Regressor Mean Squared Error: 0.0006
Support Vector Regressor Mean Absolute Error: 0.0187
Support Vector Regressor R Squared: 0.9954
Support Vector Regressor Peak Memory Usage: 381.2227 MB
Total Program Memory Usage:
Total Memory Used (RSS): 338.1602 MB
As could be seen from the results, the XGBoost regression model outperformed the Random Forest regression (RFR) model, being the model with the lowest errors (MSE: 0.0002; MAE: 0.0060), the highest R-squared (0.9987) and the fastest training time (6.15 s), while RFR turns out to be the most memory-effective model.
Vividly, XGBoost might have outperformed RFR, and the use of RFR as the major model for the analysis of this study can be further justified as follows:
i.
While XGBoost can be faster during training, RFR has quicker prediction times in deployment, for real-time or near-real-time solutions.
ii.
RFR handles noisy data and outliers better, due to its ensemble nature.
iii.
For the nature and peculiarity of this research and its practicality, RFR’s simplicity and lower computational cost during deployment are key advantages.

4.2. The Metrics

Road roughness is commonly measured using the International Roughness Index (IRI), which is a commonly recognized standard. Road roughness is measured in meters per kilometer (m/km), with rougher roads denoted by greater numbers. Table 1 and Table 2 show the comparison between the IRI values and relevant acceleration measures, such as the acceleration magnitude (accl_magnitude) and standard deviation of vertical acceleration (accl_z), for road roughness and driver comfort levels, as presented in this study.
Table 1. The IRI vs. road roughness level.
Table 2. The IRI vs. driver’s comfort level.
The study’s computed results:
Road Roughness Level (Standard Deviation of accl_z): 0.7288071585301953
Driver’s Comfort (Mean of accl_magnitude): 10.0101394667174
Driver’s Comfort (Standard Deviation of accl_magnitude): 0.6411496881655732
The Road Roughness Level (Standard Deviation of accl_z) of 0.7288 falls within the Moderately Rough category, which corresponds to an IRI value between 2 and 4 m/km. This suggests that the road condition is average, with noticeable vertical movement.
The Driver’s Comfort (Mean of accl_magnitude) of 10.0101 m/s2 and (Standard Deviation of accl_magnitude) of 0.6411 m/s2 places the ride in the Uncomfortable category. This corresponds to an IRI value between 4 and 6 m/km. This indicates that the road conditions are rough enough to cause discomfort during driving.

4.3. The Correlation Matrix

From Figure 9a, we note that there is a moderate negative correlation (−0.48) between accl_x and accl_y, meaning that increases in accl_x typically lead to decreases in accl_y. The association between accl_x and accl_z is weak (−0.14), and there is a modest inclination for accl_z to decrease as accl_x grows. The very poor positive correlation (0.10) between accl_x and accl_magnitude suggests that there is hardly any linear relationship between the two variables. For accl_y and accl_z, a moderately positive correlation (0.32) indicates that there may be some relationship between increases in accl_y and rises in accl_z. Increases in accl_z are strongly correlated (0.74) with increases in accl_magnitude, suggesting a strong positive relationship between the two variables. For time and other variables, there is no significant linear relationship, as evidenced by the extremely weak correlations (from −0.02 to 0.26) with the acceleration components.
In a nutshell, the matrix shows that there is a substantial correlation (0.74) between the variables accl_z and accl_magnitude, suggesting a close relationship between them. Furthermore, accl_x and accl_y have a moderately negative association (−0.48), while accl_y and accl_z have a moderately positive correlation (0.32). On the other hand, time has weak correlations with the other variables, indicating that it does not have a significant and linear impact on the acceleration readings.

4.4. Implication of Findings

The results of this study have important ramifications for transportation agencies and decision-makers in government. By prioritizing smoother road surfaces and minimizing discomfort and safety hazards for long-haul drivers, infrastructure investments and maintenance strategies can be guided by an understanding of the influence that road roughness has on drivers’ comfort. Additionally, the application of Random Forest analysis highlights the usefulness of machine learning in managing complicated datasets and capturing nonlinear correlations, both of which can be extended to other transportation-related research fields. This study emphasizes the potential for improving driver well-being, lowering accident rates, and fostering a culture of road safety and sustainability through better road conditions.

5. Conclusions, Recommendation and Suggestions for Further Research

By clarifying the complex relationship between road roughness and drivers’ comfort, this study adds to the expanding corpus of research on road transportation. The study’s conclusion highlights how important road conditions are in affecting long-haul drivers’ comfort and safety. The use of Random Forest regression, in comparison with XGBoost and SVR models, shows that while XGBoost offers slightly better predictive power and performance, the trade-off in simplicity and robustness gives RFR an edge as a more viable method in practice. It is, however, advised that future works should employ an ensemble method to achieve better performance.
As part of the recommendation of this study, transportation authorities should give road maintenance and infrastructure upgrades first priority in order to promote driver well-being and lower safety hazards, especially in areas that largely rely on long-haul transportation. To obtain a more thorough understanding of the variables affecting driver comfort, it is suggested that future studies should investigate the inclusion of further factors, such vehicle type, speed, and driver characteristics, in their analysis.
Furthermore, the broadening of this study to include other road conditions and geographic areas can offer a more comprehensive understanding of the findings’ worldwide application. The usefulness of cutting-edge technologies, including real-time road monitoring systems, in reducing the negative effects of uneven roads on driver comfort may also be the subject of future study.

Author Contributions

Conceptualization, A.M.K., K.D. and L.D.; methodology, O.O.A.; software, O.O.A.; formal analysis, O.O.A.; investigation, O.O.A.; resources, O.O.A.; data curation, O.O.A.; writing—original draft preparation, O.O.A.; writing—review and editing, A.M.K., K.D., L.D. and O.O.A.; visualization, O.O.A.; supervision, A.M.K. and L.D. All authors have read and agreed to the published version of the manuscript.

Funding

This project is made possible through funding received from The Transport and Education Training Authority (TETA), project number: TETA22/R&K/PR0011.

Institutional Review Board Statement

Not applicable.

Data Availability Statement

Data are contained within the article.

Acknowledgments

The authors appreciate the funding provided by The Transport and Education Training Authority (TETA) for the execution of this research project. The encouragement and enabling environment from Tshwane University of Technology (TUT) is herewith appreciated. The authors would like to express their sincere gratitude to Fabien Menant and Jean Marc Martin (both of LAMES laboratory of University Gustave Eiffel) for their invaluable assistance in this research. Their support in providing access to the MIRANDA device was instrumental in the successful completion of this study.

Conflicts of Interest

The authors declared no conflicts of interest.

Appendix A

Table A1. Originally Converted and Extracted Data (few rows…).

Appendix B

Table A2. Computed data.

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