Bus queuing occurs frequently at the entry and exit areas of curbside stops. Formed queues can induce extra delays for bus operations. Conventional regression-based models to analyze bus service time cannot capture such delays because of their limitations in addressing interactions between buses and arriving passengers. To capture the extra delays, this paper proposes a new approach to estimate bus service time on the basis of the Monte Carlo method. The proposed models account for interactions between arriving buses as well as the numbers of boarding and alighting passengers. The models were established for curbside stops with both one and two berths. Case studies were implemented to show the effectiveness of the proposed approach. Archive...
AbstractIf bus service departure times are not completely unknown to the passengers, non-uniform pas...
The conventional data-driven regression approaches cannot be used to formulate the bus dwell time at...
This paper proposes a bus dwell-time model obtained by means of a robust statistical evaluation of b...
The bus service time at bus stop areas occupies a large proportion of the total on-road bus operatio...
Bus transit operations are influenced by stochastic variations in a number of factors (e.g., traffic...
A model is proposed to calculate the overall operating and delay times spent at bus stops due to pas...
Bus transit operations are impacted by increasing traffic congestion, which results in unreliable bu...
Limited number of berths can result in a subsequent bus stopping at the upstream of a bus stop when ...
Long bus queues can form at a busy bus stop where multiple routes converge. These queues and the del...
This paper develops an application-oriented model to estimate waiting times as a function of bus dep...
In this paper, our objective is to minimize passengers waiting times at the bus stops by making buse...
This paper introduces two multilinear models for capturing bus passenger boarding/alighting (BA) tim...
This paper explores the feasibility of estimating the demand profile of a bus route consisting of bo...
Dwell time at bus stops represents a significant portion of bus operating time and contributes to it...
Provision of accurate bus arrival information is vital to passengers for reducing their anxieties a...
AbstractIf bus service departure times are not completely unknown to the passengers, non-uniform pas...
The conventional data-driven regression approaches cannot be used to formulate the bus dwell time at...
This paper proposes a bus dwell-time model obtained by means of a robust statistical evaluation of b...
The bus service time at bus stop areas occupies a large proportion of the total on-road bus operatio...
Bus transit operations are influenced by stochastic variations in a number of factors (e.g., traffic...
A model is proposed to calculate the overall operating and delay times spent at bus stops due to pas...
Bus transit operations are impacted by increasing traffic congestion, which results in unreliable bu...
Limited number of berths can result in a subsequent bus stopping at the upstream of a bus stop when ...
Long bus queues can form at a busy bus stop where multiple routes converge. These queues and the del...
This paper develops an application-oriented model to estimate waiting times as a function of bus dep...
In this paper, our objective is to minimize passengers waiting times at the bus stops by making buse...
This paper introduces two multilinear models for capturing bus passenger boarding/alighting (BA) tim...
This paper explores the feasibility of estimating the demand profile of a bus route consisting of bo...
Dwell time at bus stops represents a significant portion of bus operating time and contributes to it...
Provision of accurate bus arrival information is vital to passengers for reducing their anxieties a...
AbstractIf bus service departure times are not completely unknown to the passengers, non-uniform pas...
The conventional data-driven regression approaches cannot be used to formulate the bus dwell time at...
This paper proposes a bus dwell-time model obtained by means of a robust statistical evaluation of b...