Spatial microsimulation models for rail travel: a West Yorkshire case study

Author(s):  
Eusebio Odiari ◽  
Mark Birkin ◽  
Susan Grant-Muller ◽  
Nick Malleson
Author(s):  
Muhammad Tahmidul Haq ◽  
Amirarsalan Mehrara Molan ◽  
Khaled Ksaibati

This paper aims to advance the current research on the new super diverging diamond interchange (super DDI) design by evaluating the operational efficiency using real-world locations. As part of a comprehensive research effort on improving the performance of failing service interchanges in the mountain-plains region, the study identified three interchanges (Interstate 225 and Mississippi Avenue, Interstate 25 and 120th Avenue, and Interstate 25 and Hampden Avenue) at Denver, Colorado as the potential candidates to model for future retrofit. Four interchange designs (i.e., existing CDI [conventional diamond interchange], DDI, super DDI-1, and super DDI-2) were tested in this study. The operational analysis was conducted using VISSIM and Synchro. Several microsimulation models (120 scenarios with 600 runs in total) were created with three peak hours (a.m., noon, and p.m.) for existing (the year 2020) and projected (the year 2030) traffic volumes. The study considered two simulation networks: (1) when no adjacent traffic signal exists, to determine how the four interchange designs would perform if there were no adjacent signals or they were far away from the interchange; and (2) when there are two adjacent traffic signals, to evaluate the performance of the four interchanges in a bigger corridor with signal coordination needed. An important finding is that super DDI designs outperformed DDI with adjacent signals and higher traffic demand, while DDI performed similarly to or sometimes insignificantly better than super DDI if no adjacent intersections were located in the vicinity and if the demand was lower than the DDI’s capacity.


2021 ◽  
pp. 3-24
Author(s):  
Cathal O'Donoghue

This chapter serves as an introduction to the book Practical Microsimulation Modelling. It provides as context a description of microsimulation modelling, a simulation-based tool with a micro-unit of analysis that can be used for ex-ante analysis. The methodology is motivated as a mechanism of abstracting from reality to help us understand complexity better. It describes the main analytical objectives of users of microsimulation models in the field of income distribution analysis. The chapter then describes in turn the main methods of microsimulation considered in the book: hypothetical models, static models, behavioural models (labour supply and consumption), environmental models, decomposing inequality, dynamic microsimulation models, and spatial microsimulation models. The chapter concludes by providing an outline of the book.


2021 ◽  
pp. 239-266
Author(s):  
Cathal O'Donoghue

There has been a growing emphasis on the spatial targeting of policy options in the areas of poverty and social exclusion. In this chapter, the focus will be on using spatial microsimulation models to look at the local impact of policies related to inequality and poverty. Spatial data typically exist in national census datasets, but very frequently these data do not contain information on incomes. The challenge, therefore, is to generate datasets that are spatially consistent, in order to facilitate the linkage of spatially defined data, such as local-area census data, with nationally representative surveys that contain labour, demographic, and income information. Spatial microsimulation modelling helps with this. The purpose of this chapter is to provide an insight into the rationale, development, and application of the spatial microsimulation method for analysing the spatial distribution of inequality. The policy context for spatial-inequality analysis is discussed initially, before considering the statistical method for synthetically generating spatially consistent, household-income-distribution data. Approaches to validating these methods are then discussed, before applying quantitative methods to measuring spatial inequality in a national setting.


2020 ◽  
Author(s):  
Ricardo Crespo ◽  
Claudio Alvarez ◽  
Ignacio Hernandez ◽  
Christian Garcia

Abstract Background There is a strong spatial correlation between demographics and chronic diseases in urban areas. Thus, most of the public policies aimed at improving prevention plans and optimizing the allocation of resources in health networks should be designed specifically for socioeconomic reality of the population. One way to tackle this challenge is by exploring the spatial patterns that link the sociodemographic attributes that characterize a community, its risk of suffering chronic diseases, and its accessibility to treatment at a small area geographical level. Due the inherent complexity of cities, advanced clustering methods are needed to find significant spatial patterns. Our main motivation is to provide stakeholders with valuable information to optimize the spatial distributions of health services and the provision of human resources. For the case study, we chose to investigate diabetes in Santiago, Chile. Methods To deal with spatiality, we used two advanced statistical techniques: spatial microsimulation and a self-organizing map (SOM). Spatial microsimulation allows spatial disaggregation of health indicators data to a small area level. In turn, SOM unlike classical clustering methods, incorporate a learning component through neural networks, which makes it more appropriate to model complex adaptive systems, such as cities. Thus, while spatial microsimulation generates the data for the analysis, the SOM method finds the relevant socio-economic clusters. As socioeconomic attributes for the clustering we selected age, sex, educational level and per capita income. We used public surveys as input data. Results Significant spatial patterns of people with low income, low educational level and high diabetes prevalence exhibit a lower density of public health services. This group of people comprises approximately the 62 percent of the whole population of the city and is located toward the periphery of the city. Conclusions Our approach allowed us to understand that the current criteria for locating the health network would be based primarily on population density and/or the number of people reported with diabetes and only, to a lower extent, on the ability of patients to cope with the disease from a sociodemographic perspective. We recommend that allocation of future health services and optimization of the current supply chain should take into account the location of the most vulnerable people. Keywords Chronic diseases, spatial microsimulation, self-organizing maps, supply chain optimization


2021 ◽  
pp. 191-212
Author(s):  
Cathal O'Donoghue

Microsimulation models are often used to consider counterfactual situations and answering ‘what if’ questions. However, these methods typically decompose all changes that occur at a given time, but do not separately isolate the impact of individual components. Simulation-based methods have been developed that can be used to simulate counterfactual incomes if one or more component is changed. This chapter moves beyond Oaxaca–Blinder work, which decomposes differences in individual wages, to decompose the full household-income distribution and its components. Counterfactual income-generating processes (wages, employment, etc.) are simulated to assess the impact of alternative situations, such as the degree of inequality, using income-generating processes from another time period (or country). This chapter utilizes, as a case study, Ireland, a developed country that experienced one of the highest sustained growth periods in recent decades. The chapter describes the estimation of simulation using an income-generation model, and then describes the Shapley-value decomposition. We use the microsimulation framework to understand changes in inequality, as the distribution of purchasing power associated with disposable income changed non-uniformly in terms of demography, labour market, market income, and public policy using an Oaxaca–Blinder–Bourguignon decomposition.


2016 ◽  
Vol 83 ◽  
pp. 441-448 ◽  
Author(s):  
David Salgado ◽  
Dusan Jolovic ◽  
Peter T. Martin ◽  
Rafael M. Aldrete

Sign in / Sign up

Export Citation Format

Share Document