4.7 Article

On the Probabilistic and Physical Consistency of Traffic Random Variables and Models

期刊

出版社

WILEY
DOI: 10.1111/mice.12061

关键词

-

资金

  1. Spanish Ministry of Science and Technology [TRA2010-17818]

向作者/读者索取更多资源

In this article we deal with the probabilistic and physical consistency of traffic-related random variables and models. We analyze and discuss the conditions for a model to be consistent from two different points of view: probabilistic and physical (dimensional analysis). The first, leads us to the concept of stability in general and reproductivity in particular because, for example, origin-destination (OD) and link flows are the sum of route flows and route travel times are the sum of link travel times. This implies stability with respect to sums (reproductivity). Normal models are justified because when the number of summands increases the averages approach the normal distribution. Similarly, stability with respect to minimum or maximum operations arises in practice. From the dimensional analysis point of view, some models are demonstrated not to be convenient. In particular, it is shown that some families of distributions are valid only for dimensionless variables. All these and other problems are discussed and some proposed models in the literature are analyzed from these two points of view. When some families fail to satisfy the desired properties, alternative models are provided via extension of the original families. Finally, some simple examples and conclusions are given to summarize the analysis.

作者

我是这篇论文的作者
点击您的名字以认领此论文并将其添加到您的个人资料中。

评论

主要评分

4.7
评分不足

次要评分

新颖性
-
重要性
-
科学严谨性
-
评价这篇论文

推荐

Correction Engineering, Mechanical

Retroextrapolation of crack growth curves using phenomenological models based on cumulative distribution functions of the generalized extreme value family (vol 141, 1058972, 2020)

S. Blason, A. Fernandez-Canteli, C. Rodriguez, E. Castillo

INTERNATIONAL JOURNAL OF FATIGUE (2021)

Article Mechanics

A geometry and temperature dependent regression model for statistical analysis of fracture toughness in notched specimens

A. Alvarez-Vazquez, M. Muniz-Calvente, A. Fernandez-Canteli, M. J. Lamela, E. Castillo

Summary: This work introduces a novel methodology for characterizing the fracture behavior of metallic notched components, taking into account the notch root radius and temperature effects based on the brittle-to-ductile transition curve. Two regression models are derived, one considering temperature as an influencing variable and the other combining temperature with the notch radius effect. The proposed methodology proves to be applicable and suitable through its application to experimental results on a S355J2 steel with varying temperatures and notch root radii conditions.

ENGINEERING FRACTURE MECHANICS (2021)

Article Transportation Science & Technology

Metamodel-based calibration of large-scale multimodal microscopic traffic simulation

A. U. Z. Patwary, Wei Huang, Hong K. Lo

Summary: This paper introduces a metamodel-based simulation optimization framework for calibrating an agent-based multimodal traffic microsimulator, which combines a simplified multimodal traffic model with the metamodel to enhance the efficiency and adaptability of the calibration process.

TRANSPORTATION RESEARCH PART C-EMERGING TECHNOLOGIES (2021)

Article Chemistry, Physical

Calculation of Dynamic Viscosity in Concentrated Cementitious Suspensions: Probabilistic Approximation and Bayesian Analysis

Angel De La Rosa, Gonzalo Ruiz, Enrique Castillo, Rodrigo Moreno

Summary: This study presents a new probabilistic approach for calculating dynamic viscosity using the Krieger-Dougherty equation. By utilizing Bayesian analysis, parametric-deterministic models are transformed into parametric-probabilistic models, resulting in significantly improved viscosity calculations compared to theoretical values.

MATERIALS (2021)

Article Construction & Building Technology

Mitigation Controller: Adaptive Simulation Approach for Planning Control Measures in Large Construction Projects

Omar Kammouh, Maria Nogal, Ruud Binnekamp, A. R. M. (Rogier) Wolfert

Summary: Probabilistic Monte Carlo simulations are commonly used to determine project completion times at specific probability levels. However, schedule changes can negatively impact the probability of timely completion, necessitating a manual trial and error approach to find effective mitigation measures.

JOURNAL OF CONSTRUCTION ENGINEERING AND MANAGEMENT (2021)

Review Engineering, Civil

Systems thinking approach for improving maintenance management of discrete rail assets: a review and future perspectives

Yue Shang, Maria Nogal, Haoyu Wang, A. R. M. (Rogier) Wolfert

Summary: Performance evaluation and maintenance planning are becoming increasingly important for ageing rail infrastructure and increasing demand for track safety and continuous availability. Discrete railway assets, such as bridges and level crossings, along with extended track sections, comprise the main railway network infrastructure. These assets have significant implications for train safety, riding comfort, operating expenditures, and effective network capacity. The heterogeneity of asset features and operating environments also presents challenges for efficient maintenance planning. This review focuses on level crossings and synthesizes different perspectives on their maintenance management. The integration of a systems thinking approach and two levels of asset management (micro- and macro-level) provide a structured synthesis that is interdependent and synergistic. The review also compares mechanistic and data-driven modeling approaches and identifies limitations in existing studies, with directions for future research aimed at improving the inspection and diagnosis process and moving towards a system-level maintenance approach for multiple level crossings.

STRUCTURE AND INFRASTRUCTURE ENGINEERING (2023)

Article Transportation

Modeling cost variability in a bottleneck model with degradable capacity

Gege Jiang, Shuling Wang, Hong K. Lo, Zheng Liang

Summary: This study introduces the importance of valuing travel time reliability and defines the concept of variation cost. The proposed single-step tolling scheme aims to reduce cost variability and queuing cost. Through the framework, the study explores the combined impact of cost variability, capacity degradation, and road pricing on travelers' departure profile and the overall system generalized cost.

TRANSPORTMETRICA B-TRANSPORT DYNAMICS (2022)

Article Engineering, Industrial

Sensitivity method for extreme-based engineering problems

M. Nogal, A. Nogal

Summary: This paper introduces a simple method for conducting sensitivity analyses for extreme-based engineering problems without the need to define the probability distribution of input factors, making it convenient for practitioners to use.

RELIABILITY ENGINEERING & SYSTEM SAFETY (2021)

Article Operations Research & Management Science

Designing Zonal-Based Flexible Bus Services Under Stochastic Demand

Enoch Lee, Xuekai Cen, Hong K. Lo, Ka Fai Ng

Summary: By considering spatial and volume stochastic variations of passenger demands, a zonal-based flexible bus service (ZBFBS) is developed with a two-stage stochastic program to minimize operating costs. Reliability requirements are introduced to ensure service quality and the problem is separated into two phases for efficient solutions.

TRANSPORTATION SCIENCE (2021)

Article Chemistry, Multidisciplinary

Combining Parallel Computing and Biased Randomization for Solving the Team Orienteering Problem in Real-Time

Javier Panadero, Majsa Ammouriova, Angel A. Juan, Alba Agustin, Maria Nogal, Carles Serrat

Summary: In smart cities, unmanned aerial vehicles and self-driving vehicles need to utilize advanced technologies to plan routes and serve customers, as well as real-time coordination in exceptional cases. This paper proposes using team orienteering problem to plan vehicle routes and introduces an 'agile' optimization algorithm.

APPLIED SCIENCES-BASEL (2021)

Article Environmental Sciences

A Posteriori Random Forests for Stochastic Downscaling of Precipitation by Predicting Probability Distributions

M. N. Legasa, R. Manzanas, A. Calvino, J. M. Gutierrez

Summary: The study demonstrates that AP-RFs can better predict the precipitation intensity and gamma distribution parameters on wet days compared to traditional random forests, showing higher practicality. This methodology proposed in this paper has substantial potential for hydrologists and other impact communities in need of reliable climate information.

WATER RESOURCES RESEARCH (2022)

Article Chemistry, Physical

Probabilistic Assessment of the Dynamic Viscosity of Self-Compacting Steel-Fiber Reinforced Concrete through a Micromechanical Model

Angel De La Rosa, Gonzalo Ruiz, Enrique Castillo, Rodrigo Moreno

Summary: This article develops a probabilistic approach to calculate the dynamic viscosity in self-compacting steel-fiber reinforced concrete. The Bayesian analysis is used to obtain the probability density functions of the parameters, resulting in improved results compared to traditional methods.

MATERIALS (2022)

Article Engineering, Civil

Two-Stage Stochastic Program for Dynamic Coordinated Traffic Control Under Demand Uncertainty

Lubing Li, Wei Huang, Andy H. F. Chow, Hong K. Lo

Summary: This study develops a cell-based two-stage stochastic program to address the dynamic, spatial, and stochastic characteristics of traffic flow for arterial adaptive signal control. By incorporating the concept of Phase Clearance Reliability (PCR) and using a gradient-based solution algorithm, the study enhances solution efficiency and validates findings through VISSIM. Results show the importance of capturing dynamic, spatial, and stochastic features for traffic control in order to avoid delay performance degradation.

IEEE TRANSACTIONS ON INTELLIGENT TRANSPORTATION SYSTEMS (2022)

Article Operations Research & Management Science

Iterative Backpropagation Method for Efficient Gradient Estimation in Bilevel Network Equilibrium Optimization Problems

A. U. Z. Patwary, Shuling Wang, Hong K. Lo

Summary: This paper proposes an efficient gradient estimation method called Iterative Back-propagation (IB) for network optimization problems with an embedded static traffic assignment (TA) model. The method exploits the iterative structure of the TA solution process to calculate the gradients simultaneously, without requiring additional function evaluations, and scales well with higher dimensions. Application of the method to the OD estimation problem in the Hong Kong multimodal network demonstrates its effectiveness in reducing errors and matching link counts.

TRANSPORTATION SCIENCE (2023)

Article Engineering, Civil

Optimal Zonal Design for Flexible Bus Service Under Spatial and Temporal Demand Uncertainty

Enoch Lee, Hong K. Lo, Manzi Li

Summary: This paper optimizes the zoning, scheduling, and pricing of a zonal-based flexible bus service (ZBFBS) by considering dynamic stochastic demand volume, ride request locations, and time window constraints. Two approaches are proposed: the demand-responsive method and the stochastic programming approach. The results show the benefit of the bi-level framework in producing an optimal zonal design and the superiority of the bi-level stochastic zonal design framework over the demand-responsive method in a tight planning time.

IEEE TRANSACTIONS ON INTELLIGENT TRANSPORTATION SYSTEMS (2023)

暂无数据