1. Introduction
Cycling is recognised as a fundamental element when planning sustainable cities, providing a low-emission solution for the last-mile problem of highly congested and overcrowded cities. Despite the many advantages of cycling, some aspects hinder the transition from less sustainable transport modes. It requires acquiring a bike and having it available when needed. To overcome these issues, bike-sharing schemes (BSS) were created.
When analysing the performance of BSS stations, it is common to find stations at specific locations that capture the interest of BSS users, whereas nearby stations are clearly underused. This behaviour has been observed in the BSS of Dublin [
1] and in the BSS of Paris [
2]. This uneven behaviour, which might not have been foreseen in the design of BSS layouts, can result in avoidable expenditure due to the re-balancing of the system and the unsatisfactory experience of users who have to invest more time and effort to obtain and return bicycles.
Bike stations are small-scale transport nodes—places where modes of transport are shifted. Users arrive on foot and depart on bikes or vice versa. Thus, important feature of bike stations are the peaceful co-existence of cyclists and pedestrians.
The problem of identifying cyclists’ motivations and preferences has attracted considerable attention in recent years, favoured by the development of big data methods and GIS applications. For example, a large number of studies aim to identify the primary factors affecting bikeability, such as road layout and traffic variables [
3,
4,
5,
6]. Harkey et al. [
7] proposed the bicycle compatibility index (BCI) to evaluate the compatibility of bicycles with motor vehicles in a roadway, and, recently, subjective aspects have also been considered, such as riders’ stress levels, pathway aesthetics or perceived psychological distance [
8,
9,
10].
In addition, walkability measures the attractiveness of an area from the pedestrian’s perspective. Numerous tools and methods have been put forward to measure walkability, such as auditing tools [
11], inventories [
12], surveys and indices [
13,
14,
15].
Another important feature of bike station is the attractiveness of the station itself and its environment. In this regard, most papers analyse why a station is selected based on individual cyclist’s characteristics, trip characteristics and destination characteristics [
16,
17], or they estimate potential service demand, especially in cities where BSSs have not yet been implemented [
18].
Nevertheless, little attention has been paid to the multi-modal study of factors that might influence the attractiveness of BSS stations considering the following three categories: pedestrians, cyclists and station infrastructure. Attractiveness in this context is understood as the set of physical, environmental and service-related features of a bike station that make it more appealing for BSS users than nearby stations. These three categories (cyclists, pedestrians and station infrastructure) have not been discussed together before, which is, from the authors’ view, an oversimplification of the real problem.
The goal of this paper is to gain a better understanding of the factors that might influence the attractiveness of some BSS stations at the expense of others nearby, taking into account the modes of transport involved (on foot and by bicycle) and the characteristics of the stations themselves. For this purpose, a set of neighbouring bike stations is compared using the proposed methodology that assesses the potential factors influencing station attractiveness. The list of factors considered is supported by related literature on cyclists’ and pedestrians’ preferences and the characteristics of the stations themselves. Special attention is paid to differentiating objective from subjective features. Objective factors include those aspects that are based on facts, and therefore can be unequivocally measured after assuming some premises and uncertainties. Subjective factors cannot be unequivocally measured, as they depend on the perceptions and experiences of the actors involved. This classification becomes important when defining attractiveness because subjective aspects can change from one geographical location to another. For instance, it is difficult to extrapolate results from the Netherlands in terms of biking preferences to be used in the USA. Furthermore, differentiation between safety and security is considered. The results will help to determine the best places to locate the stations from the user’s perspective, and to locate stations not only based on the physical distance between them (for instance, a distance of 250-300 metres between stations is usually considered), but also on the influence radius of the stations. Thus, this research contributes to promoting sustainable urban transport and making cities inclusive and safe (Sustainable Development Goal number 11).
The main contributions that this research provides to the study of BSS station attractiveness are:
A methodology to refine the design of new BSS layouts and to conduct diagnostic evaluations of existing BSSs. The methodology is non data-expensive to ease application to different BSSs.
Joint analysis of cyclists’ and pedestrians’ perspectives, along with an analysis of the characteristics of the stations themselves.
Differentiation between objective and subjective features and their consideration in the methodology.
Assessment of stations’ levels of safety and security.
Use of relative values instead of absolute values due to their application to areas with similar characteristics of population density and offered services (e.g., commercial district), that is, areas presenting no significant differences in terms of user demand. This allows the dissociation of user demand distribution.
For this reason, the set of studied bike stations have to belong to an area with similar characteristics of population density and offered services, that is, areas presenting no significant differences in terms of user demand. By doing this, the user demand can be considered as a non distinguishing factor.
In order to accomplish the research objectives, the following steps are taken.
A review of the literature on cyclists’ preferences during the last five years is carried out. In particular, factors related to cycle lanes, pedestrian ways and BSS station characteristics are enumerated, in addition to whether the relationship with nearby stations is taken into account.
A selection of indicators to assess the attractiveness of bike stations is made. Special attention is paid to differentiating objective from subjective factors and the classification between safety and security.
A methodology to measure the attractiveness of bike stations combining walkability, bikeability and characteristics of the station itself is developed.
The methodology to determine applicability and relevance to the real world is applied to Dublinbikes.
The paper is structured as follows. Factors identified in the literature that can influence the attractiveness of BSS stations are reviewed and categorised in
Section 2. In
Section 3, the concepts and factors presented in previous sections are used to define sets of indicators that might influence the attractiveness of BSS stations according to walkability, bikeability, the station itself and the objectivity or subjectivity of each item. The proposed methodology to assess the potential factors influencing station attractiveness is described in
Section 4 and its application to Dublin BSS is shown in
Section 5. Finally, in
Section 6, conclusions are drawn.
3. Overview of Assessment Indicators
The study of the interactions among neighbouring bike stations is the goal of this research. For this purpose, a set of nearby bike stations is compared in order to gain a better understanding of the features that might influence the attractiveness of some BSS stations over nearby stations.
The classification of the factors potentially affecting the attractiveness of BSS stations is presented in
Table 2,
Table 3 and
Table 4. These tables reflect those aspects that can be used to rank the stations considering pedestrians’ and cyclists’ preferences and the characteristics of the stations themselves, respectively. Weather conditions are not relevant in this context because they are not distinguishing factors when analysing stations located in the same area. Following the same reasoning, the set of studied bike stations have to belong to an area with similar characteristics of population density and offered services (e.g., commercial district), that is, areas presenting no significant differences in terms of user demand. By doing this, the user demand can also be considered as a non-distinguishing factor. Given that the target stations are compared against the others, relative values are applied instead of absolute values.
Table 2 and
Table 3 deal with the aspects to be considered when analysing walkability and bikeability associated with a given station, respectively. Given that both terms refer to an area rather than a specific spot, they should be analysed in regard to the area surrounding the bike station. In the case of walkability, walking coverage of a 300 m radius (Euclidean distance), or a 5-min walking distance, is proposed because according to [
2], every additional meter of walking distance to a station decreases the likelihood of using a bike. This reduction is even more significant at distances greater than 300 m. Other authors have used this distance to analyse the influence area of a bike station [
16,
24]. In parallel, a 600 m radius (Euclidean distance) has been suggested for the riding coverage that corresponds to a 5-min riding distance, considering that riding speed is double walking speed in the city. The third table,
Table 4, includes the aspects related to the station itself.
For each table, assessment indicators and some metric examples are listed. The last three columns are new contributions which give information about (i) the relation to users’ perceptions, which means whether the indicator is considered to be objective (low perception dependence) or subjective (high perception dependence), (ii) whether the metric has a dissuasive effect on station usage, and (iii) its connection to safety or security, or both aspects. For example, when considering both pedestrians’ and cyclists’ perspectives, land topography, defined as the positive gradient of slope (upward), is considered to have low perception dependence because it can be assumed that nobody prefers going uphill since more physical effort is needed. Thus, it is considered to be a dissuasive item (“yes”) as users avoid hilly routes. In other words, there is a negative correlation between the so-defined land topography and pedestrians and cyclists’ preferences. Besides, this item is related to safety because a correlation between the indicator and the number of accidents could be considered. On the other hand, crowds is a subjective item (high perception dependence) because some people like to go around crowded areas, whereas other people do not. Thus, the dissuasive effect does not apply. It depends on individuals’ preferences, and, for the same reason, this item is related to security, the feeling of being more or less protected.
The three tables are the base of the methodology explained in the following section.
4. Bike Station Attractiveness Methodology
The attractiveness of a BSS station is a dimensionless measure of the influence a station has in attracting users to take or dock a shared bicycle. The proposed measure can be used when defining optimal BSS layout in order to refine some specific areas, or when a diagnostic evaluation of an existing BSS is conducted to improve its performance.
The following five steps describe the methodology that urban and transportation planners can easily follow in order to identify the most and least attractive bike stations, to understand which factors cause this ranking and obtain some insights on the best strategy to follow to reduce re-balancing costs and to maximise user satisfaction at a low cost.
Step 1: Area definition. Define the set of BSS stations under evaluation. The reasons for conducting this analysis could be to study a problematic area in depth before BSS implementation or to understand the uneven user behaviour observed in a specific BSS. The set of selected stations should belong to the same attraction area (e.g, shopping district or the surroundings of a station). That is, stations in areas with major demand differences should be analysed separately.
Step 2: Selection of assessment indicators. According to the characteristics of the area where the analysed bike stations are located, assessment indicators from
Table 2,
Table 3 and
Table 4 are selected, along with the chosen metrics. Only distinguishing indicators are required. Depending on the metric, this can be considered as a quantitative measure or a categorical measure. If it is considered as a categorical measure, the scale should be defined, for instance, very low (0), low (1), medium (2) and high (3). A weight can be given to those items that are more important than others to the research. Furthermore, in this step it is important to identify whether the metric implies a positive relationship to the increased usage of the station (marked as “+”) or a negative relationship (marked as “−”). Whereas identifying this relationship for objective aspects is relatively straightforward, special attention should be paid to subjective indicators given that they will depend on geographical and cultural factors, making them case-specific. For this reason, this approach considers that the relationship can be either positive or negative, and thus the entire range will be studied. The same process is applied to the safety/security item, with the interval related to security ranging from positive to negative impact.
Step 3: Evaluation of indicators. Assign metric scores to each indicator for every bike station studied. The key aspect of this step is to rate the stations based on relative values instead of absolute values due to their application to specific areas. This means that the evaluation of each bike station is related to its neighbouring bike stations when a categorical indicator is assessed. The bike stations are compared and evaluated. For a given indicator, the best and the worst stations are identified and receive the highest and lowest score values. Then, the rest of the stations can be proportionally ranked using these two extremes as references. Absolute values can also be used, however, this is not necessary.
Step 4: Determination of total score for bike station attractiveness. To compare the stations, the total score accounting for bike station attractiveness is calculated. Assuming that a set of
K stations is studied, the total score of
k-th station,
, can be computed as the weighted summation of the normalised individual scores received; that is,
where
denotes the weight associated with each metric
i. The weight selection is discussed in
Section 4.1. Each normalised individual score,
, is computed according to
where the assigned relative score,
, is normalised to guarantee that the smallest score is zero, and the summation of the scores for metric
i is equal to 1. The variable
denotes the worst value within the values given for the analysed metric
i.
It is noted that the sum of all the scores for the bike station set is . That means that if none of the analysed stations are more attractive than the others, all of them will obtain a total attractiveness score of . A larger value of denotes that the station is more attractive than the others, at the expense of less attractive ones.
As indicated in Step 2, the metrics are either positively or negatively correlated to the increased usage of the station, or non determined, as in the case of subjective indicators. This information will be required to define the worst value of each indicator, . That is, when a positive correlation exists (e.g., the longer the ‘maximum walking distance without traffic interaction’ in the surroundings of a station, the more appealing the station will be), the worst value assigned to the set of stations will be . In the case of a negative correlation, the worst value will be assigned according to . An example of negative correlation is shown in the metric ‘average traffic density’, as larger values result in a reduction of bike station usage in the studied area.
When the effect of the indicator is subjective, three options are studied; that is, the existence of a positive correlation, a negative correlation and null correlation. In the last case, the stations will not score.
Based on how the metrics are grouped, bike stations can be compared from two different perspectives: (i) total score and the contribution to this score of walkability, bikeability and station-related factors, and (ii) total score and the contribution to this score of objective and subjective factors. In parallel, total scores in relation to safety and security can be computed.
Step 5: Analysis results. The bike stations are assessed according to the previous scores and compared. The analysis facilitates an understanding of the performance of the studied bike stations and provides recommendations on operational and practical improvements based on all the factors involved, especially those identified as critical factors.
4.1. Selection of Weights
Weight selection depends on the available data. If a diagnostic evaluation is conducted, the existing demand, that is, the station usage will probably be available. Thus, weights can be calibrated using this information. On the other hand, if the layout of a new BSS is refined within the design stage, demand will not be available. In this case, weights can be selected by either using weights calculated in other areas with similar characteristics (e.g., a similar type of city in the same region) or assuming balanced weights.
The estimation of weights based on known demand is conducted by minimising the error between the station attractiveness and its usage. When balanced weights are assumed, the three main contributors to the attractiveness, that is, walkability, cycleability and station-related factors are equally weighted. Furthermore, the factors included in each category are equally scored. In this way, there is not a clear preference for any factor, which can be seen as a controversial aspect. However, given the large number of factors considered, if there is one or several stations that are clearly more (or less) attractive when compared with the others, this should be observed even using balanced weights because the station(s) will systematically score higher (or lower) than the others.
The difference between choosing fitted or the balanced weights are presented in
Section 5.
5. Examples of Application
In this section, the analysis of Dublin city BSS (Dublinbikes) illustrates the bike station attractiveness method, where some bike stations are substantially more attractive for BSS users than others in the vicinity, which exhibit poorer usage levels.
The performance of the Dublinbikes stations is analysed by [
1]. To do so, they propose the turnover station ratio (TS) that reflects how many times the station capacity is used in a day. Based on the obtained ratio, they classify the stations as low, medium, normal or high TS, as shown in
Figure 2. This provides a good picture of the performance of the BSS.
Step 1: Area definition. In this analysis, attention is paid to those stations that, despite being very close to each other, present very different TS and, therefore, unequal degrees of attractiveness from the perspective of users. The bike station attractiveness method is then applied to two sets of stations, which are shown in Area I (station numbers 7, 18, 24, 31, 60, 61 and 67) and in Area II (station numbers 2, 15, 16, 20, 40, 41 and 45) in
Figure 2 and
Figure 3.
Steps 2 and 3: Selection of assessment indicators and their evaluation. Tables presented in
Appendix A provide the assessment indicators from
Table 2 to
Table 4, the chosen metrics, the scale when the metric is categorical, the considered weight and the metric relationship to increased usage of the station (marked as “+”) or a negative relationship (marked as “−”) as well as its related safety/security characteristics. Specifically, for categorical measures, scale A for preferences of pedestrians (
Table A1) and bicyclists (
Table A2) is defined: very low (0), low (1), medium (2) and high (3). Scale Y, yes (1) and no (0), is defined for the categorical measures of bike stations (
Table A3). Balanced weight is considered, with a unit being given for each main indicator.
In this application case, land topography does not apply because it is not a distinguishing factor in the area considered (300 and 600 m radius). From the cyclist’s perspective, for the metrics ‘traffic interaction’ and ‘trouble spots’, two categorical metrics are considered: average traffic density at peak hours and the density of bus stops and tram lanes within a 600 m radius, respectively, using the same scale in both cases. When categorical metrics are applied, scores are given in a relative manner, identifying the best and worst stations, and scoring the intermediate stations proportionally because the aim is to compare the bike stations. Low perception dependency is related to objective factors, whereas high perception dependency is related to subjective factors, which imply different considerations according to individuals’ preferences. For instance, walk and cycle lane layouts have low perception dependence because it can be assumed that everyone prefers wide sidewalks and segregated cycle lanes. Moreover, these items are directly related to safety. However, place-related aspects are considered to have high perception dependency because routes with several points of interest are attractive for some users, however, for other users, they could be unpleasant due to crowds or noise. Following the same reasoning, positive and negative relationships to safety and security have been assessed.
The last columns of
Table A1,
Table A2,
Table A3 indicate the assigned relative scores,
, for each station and each metric, regarding neighbouring bike stations. Assigned scores are based on GIS data from open sources and on-site visits to the studied areas and their surroundings. The bike stations are compared and evaluated.
Step 4: Determination of total score for bike stations. The total score of each station is obtained by introducing the assigned relative scores,
, of
Table A1,
Table A2,
Table A3 into Equations (
1) and (
2).
In order to introduce the variability given by the subjective factors, positive, negative and null correlations are assumed for all the subjective metrics. Then, all the possible combinations have been considered through combinatorial simulations. In this way, the spectrum of potential subjective behaviours is reflected, resulting in a range of station attractiveness values rather than point estimates.
For both sets of stations, the obtained total scores are shown in boxplots. The results for the bike stations in group I (station numbers 7, 18, 24, 31, 60, 61 and 67) are shown in
Figure 4,
Figure 5 and
Figure 6.
Figure 7,
Figure 8 and
Figure 9 show the results for stations in group II (station numbers 2, 15, 16, 20, 40, 41 and 45). The figures are discussed in the next step.
To validate the proposed methodology, the total scores are compared with average weekly station turnover calculated as the ratio of the demand of each station and its capacity (see right axis and red circles in the figures). This average weekly demand considers the number of bikes docketed and taken at each station every 5 min, based on the data collected from 00.00 h, April 1st to 00.00 h, April 7th, 2019 (open source data from Smart Dublin website—
https://data.smartdublin.ie/dataset/dublinbikes-api).
Step 5: Analysis results. The results of the attractiveness of the bike stations in group I (station numbers 7, 18, 24, 31, 60, 61 and 67) are shown in
Figure 4, indicating the contribution of walkability, cycleability and station-related features, and in
Figure 5, indicating the contribution of the objective and subjective factors to the total score. The observed station turnover ratios fall within the distributions (see last plot of
Figure 4 and
Figure 5). This is a good indicator of the methodology performance, although more studies should be conducted to establish a sufficient statistical correlation.
The most attractive station is Station 31. This is mainly due to the contribution of cycleability and station-related factors (see
Figure 4). This station is also the most attractive when considering only objective factors (see
Figure 5). If the stations were equally attractive, all of them would score
. Thus, Stations 18, 24 and 61 are below the average. There is not a clear set of indicators penalising the scores of these stations. From the interpretation of the results, their scores are due to the fact that these stations are close to stations that are simply more attractive. From pedestrians’ perceptions, Station 67 seems to be the most desirable, whereas for cyclists, Station 60 stands out above the rest.
Paying attention to the contribution of objective and subjective factors to the total attractiveness score (
Figure 5), Stations 31 and 60 are the most attractive when considering objective factors, and Stations 31, 67 and 7 present the largest ranges of subjective factors. The scores obtained with the factors considered as subjective will depend on cultural and social aspects, differing among countries. Thus, determining the correlation between these factors and station usage based on observed data from other geographical areas can provide misleading results. Furthermore, age, gender and type of user (e.g., workers versus tourists) can result in different subjective scores because the correlation may change throughout the day and also the year. For this reason, it is important to consider objective and subjective factors separately, allowing for a better understanding of the aspects that affect BSS station attractiveness and levels of variability in the results.
Figure 6 shows the ranking of the stations according to safety and security. The most attractive station (Station 31) is also considered to be the safest station, followed by Stations 60 and 67. From a security point of view, Station 18 exhibits the worst performance, maybe because it is the farthest from the centre of the city (see
Figure 3a).
The results of the bike stations in group II (station numbers 2, 15, 16, 20, 40, 41 and 45) are shown in
Figure 7,
Figure 8 and
Figure 9.
The total score of station attractiveness (last plot of
Figure 7 and
Figure 8) shows that most of the observed data fall into the range given by the box plots. The percentiles of the observed data with respect to the attractiveness distribution are given in the figures. Bike station number 2 is an exception to this with a higher attractiveness score than its neighbouring stations, but with fewer actual users than the other ones (for that reason, it is not possible to provide a percentile in
Figure 7 for Station 2). This result suggests that Station 2 cannot be compared to the other stations because they belong to different influence areas. In other words, the assumption that demand is not a distinguishing factor is not valid here.
Disregarding the results of the outlying station, the following conclusions about the remaining stations are highlighted—the attraction scores of Stations 16, 40 and 45 are below average. In the case of Station 16, the lack of attractiveness is mainly due to station-related factors. For instance, there are no points of interest beside the station, and its capacity is the lowest, along with Station 45. This station also obtains the worst score in terms of security. In the case of Station 40, it is affected by the low contribution of walkability factors, mainly due to lower legibility of the urban space and the lack of amenities and points of interest in the surrounding area (see
Figure 3b). This score has the lowest range of variability given by the subjective factors. In contrast, Station 20 obtains the best attractiveness score thanks to walkability factors, such as high legibility of the urban space and the walkway layout around the station (see
Figure 3b). Interestingly, this station obtains the best score in terms of safety.
Figure 10 shows the results obtained when considering fitted weights as discussed in
Section 4.1. In this case, the weights have been fitted using the average weekly station turnover calculated as the ratio of the demand of each station and its capacity (see
Table 5). The conclusions derived from the analysis of
Figure 10a do not change with respect to those obtained when analysing
Figure 4, that is, Station 31 remains the most attractive station and Stations 18, 24 and 61 are below the average.
Figure 10b, consistently with
Figure 7, shows again how bike station number 2 cannot be included in the analysis because it belongs to different influence areas. Therefore, the comparison among stations in Group II is not valid. This figure shows the importance of selecting a group of stations that share the same demand characteristics. If this assumption is not fulfilled, the results can be misleading.
The bike station attractiveness method gives an overview of a set of studied bike stations and helps to facilitate understanding of their strengths and weaknesses to guide future actions on BSSs. For example, provided that the attraction of a station which exhibits low interest from the cyclist’s point of view needs improving, actions aimed at reversing this weakness will serve to promote the use of the station (see, for instance, Stations 18 and 41), or, according to the obtained range of subjectivity and security, specific surveys could be useful to better understand how to optimise bike station operation.
The proposed method aims to approximate actual human behaviour, where decisions are based on a large number of factors (pros and cons). Despite the fact that some of the factors could be more important than others, considering a significant number of factors can result in a better representation of the real interest of a bike station rather than considering only a few of the supposedly most important ones.
Differentiating between objective and subjective features helps to identify those aspects that depend on geographical, social and cultural factors, making them case-specific. A survey campaign to determine BSS users’ preferences would complete this methodology and would help to reduce the variability of the subjective factors.
6. Conclusions
Bike-sharing schemes provide a low-carbon solution for city mobility. From the sustainability point of view, emissions caused by bike re-balancing are considered a major issue of BSSs, because trucks have to drive through the city redistributing bikes to guarantee that bikes and docks are always available. Therefore, re-balancing efforts are highly dependant on the adequate design of the BSS layouts.
BSS station attractiveness is understood as the set of physical, environmental and service-related features of a bike station that make it more appealing for BSS users than nearby stations. Special attention is paid to differentiating objective from subjective features and their relationships to safety and security aspects. This classification becomes important when defining attractiveness because subjective aspects can change from one geographical location to another, making the findings related to subjective aspects difficult to apply to other regions.
A bike station attractiveness method is developed to measure the attractiveness of bike stations considering walkability, bikeability and characteristics of the station itself. The existing literature addresses these topics partially or independently, while this work unites them by means of a non data-extensive methodology. The bike stations are compared and evaluated through relative values instead of absolute values due to their application to specific areas. This means that the assessment of each bike station is related to its neighboring stations. The proposed method is applied to the Dublin bike sharing scheme, Dublinbikes, with good performance results. It is noted that the attractiveness score cannot be taken as a proxy for the user demand, as the first will provide only a picture of the user’s preferences when compared with the nearby stations.
The bike station attractiveness method arises as an interesting tool to refine a new BSS layout that has been defined, based on broader aspects such as attraction areas and the distance between stations. It can also be used as a diagnostic tool to improve the performance of existing BSS in some specific areas. The optimal result when comparing a group of stations is when all of them have similar attractiveness. In this way, no station eclipses the others. Thus, the designer should act over the so-identified least attractive stations to increase their use. For instance, by removing street barriers for pedestrians or adding segregated lanes for cyclists if they do not exist. The results will also help to determine the best places to locate stations from a user’s perspective. This tool would allow urban and transportation planners to reduce re-balancing costs and to maximise user satisfaction at a low cost, which have a direct impact on improving urban sustainability.
In relation to future research, it would be interesting to complete the method with a campaign of surveys given to BSS users and stakeholders in order to better understand the impact of subjective features. Moreover, the application to other areas and other BSSs would allow for a comparative study of how the methodology works and how to better adjust metrics and weights, among other features not yet considered, such as the impact of the co-existence of dockless bike sharing systems.