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The Influence of Built Environment and Socio-Economic Factors on Commuting Energy Demand: A Path Analysis-Based Approach


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Introduction

Energy is one of the main concerns in this century because of its scarcity and also due to its greenhouse gas (GHG) emissions. Cities are responsible for more than three-quarters of global pollution (Rogers, Gumuchdjian 2008). As a direct consequence of the increasing use of fossil fuels, climate change and its impact have already been observed since the past century with global warming, the melting of the ice pack and the disappearance of several plant and animal species. And if no action is taken, the impact of climate change will continue to be a disaster for the Earth and for humanity. According to the IPCC (2007), even if measures against climate change are taken into consideration by countries, there will be an increase of 0.1°C for each decade, which means that we expect a minimum temperature increase of around 1° by 2100. Sustainable development is introduced in international law to be the purpose around which all countries across the world have to act to reduce the impact of climate change (Boutaud 2005). The main orientation of sustainable development is to assess the countries’ development based on indicators (Idem). This approach helps the decision makers to take necessary actions to reorient the development of their regions so as to be more sustainable. Several summits were organised to gather countries around a set of actions aimed at reducing fossil energy consumption. Algeria, as a signatory of the Kyoto protocol, has launched several actions to reduce its consumption of fossil energy, such as inventories of energy consumption (MEAT, IPCC 2001, MATEC 2010) and the enactment of law 99-09. These set out several actions, among which we found PNME, the national plan of energy mastering, which has as its main goal reducing energy consumption in the four main sectors consuming fossil energy: residential buildings, transport, industry and the agricultural sector (APRUE 2007, 2014, 2015, 2017). For the residential sector, several actions were proposed like constructing 600 housing with high energy performance (HPE) in different climate zones of the country (Boukarta 2019).

In Algeria, the transport sector alone could account for >30% of the final energy consumption, which means that this sector represents a real potential for reducing fossil energy consumption and the resulting GHGs (APRUE 2014). To address this objective, it is necessary to identify the driving factors behind the need for motorised travel. This paper seeks to explain energy consumption resulting from commuting in relation to the built environment (BE) and the socio-economic (SE) characteristics of households. In developing countries, studies aimed at identifying effective factors that could explain the energy consumption caused by commuting are rare; in Algeria, this study is the first. Commuting is the only type considered for this study, as it is characterised by its regularity and large share of total transport volume. According to our literature review, the other modes of travel such as shopping or leisure require different methods for their characterisation (Boukarta 2019). This paper also proposes a comparison of the impact of the driving factors identified between developing countries and the developed ones.

In Algeria, as in many countries around the world, new urban areas are emerging every year with less built density and less functional diversity. It is therefore to be expected that the use of private cars for commuting and energy consumption will increase in the future. An assessment of the energy consumption generated by commuting would help policymakers and planners to design more energy-efficient neighbourhoods. This paper proposes a method to quantify energy consumption in urban areas and investigates the main factors explaining energy consumption due to commuting.

The second section presents a review of the scientific literature with the objective of identifying the research gap and the main factors that have an impact on commuting. In the third section, the developed method is presented and in the following section, an application of the method in the urban area of the city of Djelfa is demonstrated and discussed in the light of other studies.

Literature review and research gap

The literature review aims at identifying the conceptual model, the scale of the study, the type of transport, the data sources and sampling, the method of analysis adopted in several articles and the results of each study.

The literature review is based on original papers indexed in the Scopus and Web of Science databases. A total of 27 articles are reviewed and summarised in Table A1 in Appendix. The literature review allowed us to identify the following findings:

In contrast to developing countries where transport studies are rare, Western countries, led by the United States and the Nordic countries are the forerunners in the field of transport studies.

The scale of the studies remains variable and can be at the level of a neighbourhood (Cervero, Radlsch 1995), a city (Newman, Kenworthy 1989; Van Acker, Witlox 2010), a region (Holden, Norland 2005), a metropolis (Nguyen 2014; Ding et al. 2017) or a country (national). The most common studies are those that focus on a metropolitan area, to assess the impact of metropolisation on the phenomenon of socio-spatial segregation.

Commuting is the most studied type of transport, as it is time-constrained and almost permanently repeated. Similarly, school mobility is not dealt with in our review because studies on school mobility are less widespread and are generally considered in rural and school-less municipalities (Marique 2013).

Depending on the source of the data, the analyses use: (a) data from travel surveys already carried out at regional, metropolitan or national levels (Breheny 1995; Dieleman et al. 2002; Dargay 2004; Brownstone, Golob 2008); (b) data from household consumption surveys (Dargay 2004); (c) usually, data are often compiled on the basis of surveys carried out by public bodies or authors by distributing questionnaires (Boukarta, Berezowska-Azzag 2020) in the most common case, or by sending questionnaires by mail (Holden, Norland 2005) or by e-mail (Handy et al. 2005). Travel distances are often estimated through the use of geographic information systems (GIS) by calculating the distance between origin and destination. For the most accurate and innovative data source, some authors use the mobile phone signal (Calabrese et al. 2012).

The sample size used for the studies varies greatly and depends mainly on the scale of a study. The representativeness of the sample in some studies is not always close to the census data, because the survey methodology is often linked to the survey area. In this case, some authors introduce qualitative interviews (Naess 2010). The sample size varies significantly from one study to another, from a hundred respondents (or households) to several thousands.

The explanatory factors for commuting presented in the studies reviewed are related to either the SE characteristics of households, the BE, or both. The use of factors varies considerably from study to study. The environmental data was classified by Cervero and Kockelman (1997) into 3D (density, diversity and design). In a more recent meta-analysis, Ewing and Cervero (2010) extended this list to 5D, introducing distance to public transport and destination access.

The results of the studies are often presented in the form of models and their explanatory power is expressed in terms of the type of statistical analysis used. The coefficient of determination (R2) for regression analyses, the pseudo R2 for logistic regression analyses. Manaugh et al. (2009) and Van Acker and Witlox (2010) have found that it is necessary to consider SE factors and factors related to the BE in the same model because several factors have only an indirect effect and the interaction between the variables explains vehicle kilometre travelled (VKTs) better than a model that considers BE and SE factors separately.

It appears that both BE and SE factors are important for explaining modal share, but some researchers have emphasised the importance of one over the other. In the United Kingdom, Stead (2001) emphasises the importance of SE factors in explaining car modal share over BE factors. In the United States, Ewing and Cervero (2002) found a greater impact of BE factors in explaining car modal share.

As observed in this literature review, few studies attempt to answer the question of how the results from developed to developing countries can be transferred. This paper aims to shed light on this aspect by identifying the impact of household SE parameters and those of the BE in explaining commuting and related energy use. In addition, this paper seeks to test the hypothesis that household SE characteristics play a structuring role in shaping commuting energy consumption in the same way as factors in the BE. A comparison between the impact of SE factors and the BE would help explain the importance of both in explaining energy consumption.

Material and method
City presentation and data collection

We chose the commune of Djelfa as a case study because the SNAT (2030) guidelines (Official Gazette, 2010) aim at the urbanisation of the highlands through the planning of new cities, and the city of Djelfa is a representative city in terms of city size that can serve as a reference for future studies in the same geographical area. Also, the scale of our study area covers the main urban agglomeration area as shown in Figure 1.

Fig. 1

Study area and the neighbourhoods of the city according to their period of creation.

Source: own composition based on Bouzidi et Boukhari 2013.

In Algeria, surveys relative to transport are not made by government institutions and the unique way to obtain this kind of data is to organise a new survey. We have organised a household survey for the period of March to April 2015. A questionnaire was administrated by a hand-to-hand approach via a network of interviewers trained for this purpose. In all, 700 questionnaires were distributed but only 184 questionnaires from 300 collected were considered as appropriate for this study and 116 were not considered because of the lack of information provided by households relative to their housing or working location. We also sought spatial representativeness so that the households in our sample were randomly distributed over almost the entire urban area of the municipality, and in our sample, as shown in Figure 5, the households are well distributed spatially. The city of Djelfa has nearly 50,000 households. If we consider the urban agglomeration area (our focus area), we will have barely 40,000 households (census data). According to the formula of Leslie et al. (1965), our sample represents the city of Djelfa with a confidence level of 95% and a margin of error of about 7%. Moreover, the comparison of our survey data with the census shows a similar trend, which means that our sample is representative. The data requested by our questionnaire aimed at obtaining the volume of commuting, modal share, SE characteristics of households and characteristics of the BE.

Analysis method

There are several methods that could be used to carry out the importance of each factor, and all of them are statistical methods. Based on their flexibility in terms of the number of variables introduced, the robustness of the results and the scope of the methods (confirmatory, exploratory), we can identify mainly two approaches: (a) an exploratory approach conducted usually with bivariate correlation or principal component analysis, which aims to explore whether a variable does or does not have an impact on the phenomenon studied without giving a value to this impact (Boukarta, Berezowska-Azzag 2018) and (b) a confirmatory approach which is usually carried out based on multivariate analysis. It consists of identifying the impact or importance of a variable while considering the interactions between the different variables. Several papers have used linear regression analysis (Calabrese et al. 2012), logistic regression (Cervero, Radisch 1995; Dargay 2004) and structural equation analysis (SEM) (Brownstone, Golob 2008; Van Acker, Witlox 2010). The most commonly used approach is regression analysis, but this approach does not take into account the indirect effect, which may be important in some cases. Using SEMs, models can give both the direct and indirect effect for each factor. The path analysis model is a specific case of SEM. It considers, unlike SEM, only the observed variables. Path analysis is a graphical approach that makes it possible to test, confirm or refute hypotheses that could explain the observed phenomenon. It is based on two statistical techniques: factor and regression analyses. It gives for each determining factor its direct effect and possibly its indirect effect. The minimum sample size required to carry out a SEM is 10 times the number of variables considered in the model (Kline 1998).

The energy consumption generated by commuting is a relevant indicator because it helps to understand the difference between the centre of the city and its peripheral extension. In fact, energy consumption for commuting depends on kilometres travelled, modal choice, round-trip frequency and fuel type (Muñiz, Galindo 2005; Marique, Reiter 2012). In the next section, we will draw a set of hypotheses based on the literature review.

Research hypotheses and framework

For our study and based on the theoretical core, we have adopted the conceptual framework presented in Figure 2 to explain the energy consumption of commuting in Djelfa. The latter explains the need for commuting through the two following registers: (a) SE characteristics of households (the education level, age, income, profession, car ownership and household size) and the (b) characteristics of the BE presented within the 5D nomenclature of Ewing and Cervero (2010). The first step in drawing the hypothetical path analysis is to carry out the impact of each factor as presented below. The second step is to hypothesise the interaction between the factors based on an exploratory analysis.

Fig. 2

Conceptual model explaining the need for commuting.

Bivariate correlation as an exploratory analysis

Knowing the expected impact of the factors on VKTs allows us to identify the importance of each factor. To determine whether the variables have a direct or indirect effect, we performed bivariate correlation between the energy consumption of commuting and the variables. As a first assumption, all factors with a significant correlation with energy consumption are considered to have a direct effect, while the other factors are considered to have an indirect effect (see Table 1).

Pearson's bivariate correlation.

Commuting energy consumption (KWh × person−1 × year−1)
Correlation Sig No.
Home-work distance (m) 0.561* 0.000 162
Outward journey time (min) 0.035* 0.661 163
Number of bus rotations 0.247* 0.004 136
Built density −0.135* 0.133 125
Plot ratio −0.120* 0.184 125
Housing type (1: collective, 2: individual) −0.153* 0.051 164
Distance from national road (m) 0.256* 0.003 136
Distance to centre (m) 0.280* 0.001 133
Block's area (m2) 0.224* 0.012 125
Average number of floors 0.143* 0.112 125
Mixed use index −0.049* 0.545 156
Distance to public transport (housing zone) −0.152* 0.059 154
Distance to public transport (work zone) −0.145* 0.064 164
Round trip frequency 0.118* 0.141 156
Profession (1: public, 2: liberal) 0.169* 0.031 163
Respondent age −0.265* 0.005 109
Respondent's education level 0.107* 0.183 156
Household's education level 0.102* 0.541 138
Income 0.136* 0.082 163
Household's average age −0.307* 0.064 137
Number of cars owned 0.379* 0.000 163
Occupancy rate per housing −0.073* 0.418 126

Significant at 0.05 level.

Source: own compilation.

Based on the theoretical core and bivariate analysis, we identified the nature of the expected impact (direct or indirect effect) and the significance (negative or positive correlation) of each variable. Figure 4 presents the hypothetical paths that we need to check for validity with an approach based on the path analysis presented in the ‘Results’ section of the article.

Several assumptions were made in the initial model, as shown in Figure 3. Each factor must satisfy a P-value greater than 5% to be considered in the model. The theoretical model must be adjusted step by step until the fit indices match the thresholds as shown below (Boukarta, Berezowska-Azzag 2018).

The Root Mean Square Error (RMSE) of approximation must be <0.06 and 0.08 (Schreiber et al. 2006; Hooper et al. 2008);

The Normal Fit Index (NFI) has to be larger than 0.95 (Hu, Bentler 1999);

The Comparative Fit Index (CFI) has to be higher or close to 0.95 (Schreiber et al. 2006; Iacobucci 2010).

Fig. 3

The hypothesised model.

In red: positive causal relation; in black: negative causal relation

Source: own study.

If the fit indices of the model satisfied all conditions, it can be considered as a good model for estimating the effect of each driving factor considered in the model. Furthermore, the main purpose of using a path analysis approach is to identify the interaction between factors rather than to predict outcomes for which regression modelling is preferred.

Results and discussion
Data description

Comparison between the data obtained from our questionnaire and the census data indicates that our data are closer to the 2008 census data, which means that our data are representative (Fig. 4). The questionnaire distributed has as its main target the SE characterisation of households in the urban area of Djelfa and also the BE according to the 5Ds (Ewing, Cervero 2010). A descriptive statistic of the data obtained is presented in Table 2.

Fig. 4

Comparison between the survey and census data.

LPG – liquefied petroleum gas

Source: own study.

Descriptive statistics.

Variables N Variable type Minimum Maximum Average SD
Accessibility
Outward journey time (min) 175 Continuous 2 200 20.59 18.26
Home–work distance (m) 162 Continuous 50 18,000 2,206.91 1,966.96
Number of bus rotations 150 Continuous 0 3 1.20 0.556
Density
Plot ratio* 139 Continuous 0.17 1.00 0.59 0.32
Built density* 139 Continuous 0.60 3.20 2.02 0.74
Design
Distance to centre (m)* 148 Continuous 17.59 2,659.18 1,219.54 696.57
Distance from national road (m)* 151 Continuous 25.62 2,569.23 1,163.83 629.94
Average number of floors. (n)* 139 Continuous 2.00 6.00 3.79 1.08
Block's area (m2)* 139 Continuous 770 36.061 7,398.83 9,150.32
Housing type (1: collective, 2: individual) 184 Nominal 1 2 1.54 0.50
Distance to public transport
Distance to public transport (housing zone)(0: <300, 4: >1 km) 173 Ordinal 1.00 4.00 2.3237 0.98
Distance to public transport (work zone)(0: <300, 4: >1 km) 172 Ordinal 0.00 4.00 1.6919 0.97
Bus frequency 184 Continuous 0.00 5.00 2.4620 1.56
Diversity
Mixed use index (from 5 to 40)* 175 Continuous 12 36 24.23 5.38
Households’ SE characteristics
Household's average age* 42 Continuous 16.33 43.80 27.1681 8.44
Respondent age 120 Continuous 27 70 43.95 10.82
Round-trip frequency 172 Continuous 1 4 1.66 0.51
Household's education level 46 Continuous 2.00 5.00 3.5230 0.77
Respondent's education level 174 Ordinal 0 4 3.26 1.06
Number of cars owned 184 Continuous 0 2 0.60 0.57
Profession (1: public, 2: liberal) 181 Nominal 1 3 1.19 0.52
Income (from 15,000 to + 60,000 Da) 181 Ordinal 1 4 2.15 0.95
Occupancy rate per housing. 139 Continuous 2 12 5.34 1.87
Modal share
Public transport (TC (1: TC, 0: other) 184 Nominal 0.00 1.00 0.31 0.46
Car (1: Voiture, 0: other) 184 Nominal 0.00 1.00 0.26 0.44
Walking (1: MAP, 0: other) 184 Nominal 0.00 1.00 0.42 0.49

SD – standard deviation, SE – socio-economic

Source: Boukarta and Berezowska-Azzag (2020).

Figure 5 shows the distribution of jobs and housing according to our survey. It is clear that the city centre and its close surroundings are the main employment areas, while the new extensions are oriented towards housing with a low density of jobs. This distribution also indicates that the main road and the city centre could play a pivotal role between the east and west of the city. We can already suggest an important role for the city centre and the national road in shaping mobility in the city of Djelfa in general and commuting in particular.

Fig. 5

Employment and housing locations.

green: workplace, yellow: housing, white: centre of the city

Source: authors’ compilation based on Google Earth (2015).

Modelling of energy consumption induced by commuting
Conversion of fuel consumption to single unit of consumption (kWh × km−1 × person−1)

To model the energy consumption generated by home-to-work mobility, we had to convert fuel consumption to kWh per person in order to identify the most important factors and to make a comparison between the impact of the factors of the BE and those of SE characteristics.

Based on Muniz and Galindo (2005) and Marique and Reiter (2012), who developed a method for converting fuel into kWh per person in the suburbs of the Walloon region, we have developed a method to convert fuel into kWh per km per person for urban areas. The developed method considers the fuel consumption and its density. For calculation of the energy consumption of commuting, we have applied formula 1 as below: Ec(kWhkm.pers)=[Fc(Lkm)×Df(TfL)]×F1(ToeTf)×F2(kWhToe)]/Ro(pers) {\rm{Ec}}\left( {{{{\rm{kWh}}} \over {{\rm{km}}{\rm{.pers}}}}} \right) = \left[ {{\rm{Fc}}\left( {{{\rm{L}} \over {{\rm{km}}}}} \right) \times {\rm{Df}}\left( {{{{\rm{Tf}}} \over {\rm{L}}}} \right)} \right] \times \left. {{\rm{F1}}\left( {{{{\rm{Toe}}} \over {{\rm{Tf}}}}} \right) \times {\rm{F2}}\left( {{{{\rm{kWh}}} \over {{\rm{Toe}}}}} \right)} \right]/{\rm{Ro}}\left( {{\rm{pers}}} \right) where: Ec – energy consumption of commuting; Fc – fuel consumption; Df – fuel density; F1 – tonne fuel to tonne oil equivalent conversion factor; F2 – Toe to kWh conversion factor; Ro – rate occupancy per vehicle, Tf – tonne of fuel, Toe – tonne of oil equivalent.

To apply Formula 1, we collected the following data: (i) the average consumption per car per 100 km obtained from the questionnaires; (ii) identification of the main fuel sources in Algeria (liquefied petroleum gas (LPG), diesel and petrol) and their characteristics. As the APRUE only provides conversion in terms of mass of fuel per Toe, we had to look for the density of each fuel. For diesel vehicles, the density is obtained from L’Organisme Algérien d’Accréditation (ALGERAC), and the density of petrol and LPG from Abouri and Siagh (2016); (iii) the occupancy rate per vehicle is obtained from our survey and (iv) finally, the conversion factors are all obtained from APRUE (2017). For the average consumption of buses, we tried to get the average consumption of representative buses, but the bus drivers only gave us the cost of the trip for 2 days, which amounts to 1,300–1,900 Da. It is difficult to estimate the number of kilometres travelled on this basis, which led us to turn to the manufacturers (Isuzu and Toyota) to find out the average consumption per 100 km and the occupancy rate per vehicle (Coaster and Isuzu buses).

Once the data were obtained, we calculated the energy consumption of commuting. It appears that the bus has the lowest consumption per person (0.1 kWh per person per one-way trip). LPG consumes on average almost the same volume as petrol, but its low price makes it cheaper than petrol and it is also less polluting. For calculation of the annual consumption, we estimated the annual working days to be about 225 days. Days other than working days are annual holidays (30), public holidays (10 days which are: 1 January, Yennayer, El Mawlid Ennabawi, Ashoura, 1 May, 5 July, Aid el Fitr, Moharrem, Aid el Kbir, 1 November

Yennayer is the Berber New Year's Day; El Mawlid Ennabawi, Ashoura, Aid el Fitr, Moharrem and Aid el Kbir are religious feast; 1 May is the workers’ day, 5 July is the Independence Day; 1 November: National Revolution Day.

) and weekends (100 days). Public holidays may occur during weekends or annual leave. We estimate working days when public holidays, annual leave and weekends do not coincide (Table 3).

Fuel conversion to kWh per km per person.

Means of commuting
Car Bus
Fuel type Diesel Petrol LPG Diesel
Consumption (L × km−1) 0.063* 0.075* 0.075* 0.2**
Rate of occupation per vehicle 1.27* 1.27* 1.27* 28**
Density (Tonne/m3) 0.825**** 0.735***** 0.55 0.825
Conversion factor 1 (T fuel – >Toe)*** 1,015 1,054 1,084 1,015
Conversion factor 2 (Toe – >KWh) 11,630***
Consumption KWh × km−1 0.61 0.68 0.52 1.95
Consumption KWh per person per Km per one-way trip 0.48 0.53 0.41 0.07
Consumption KWh per person per Km per year (225 day) 108 119.25 92.25 15.75

Obtained from survey

Obtained from manufacturer web site (Toyota et ISUZU)

APRUE (2017)

The Algerian accreditation body

Abouri and Siagh (2016)

LPG – liquefied petroleum gas

Source: own study.

Based on the calculations presented in Table 3, we estimated the energy consumption generated by commuting according to home-to-work distances, modal share, rate occupancy per vehicle and fuel type. The results are presented in Table 4.

Descriptive statistics of the energy consumption generated by commuting to work.

Minimum Maximum Average SD
Home-to-work distance 50 18,000 2,206.91 1,966.96
Daily consumption (kWh × person−1) 0.00 3.60 0.4853 0.788
Annual consumption (kWh × person−1 × an) 0.00 810.00 109.1854 177.31

SD – standard deviation.

Source: own study.

Running the path analysis model

Before having the model shown in Figure 6, we tested the model presented in Figure 3 in Section 3, but only one model responds positively to the fit indices as shown in Table 5.

Fig. 6

Direct effects of driving factors explaining the energy consumption generated by commuting. R2 = 0.61.

Source: own compilation.

Fit indices of the energy consumption of commuting model.

df c2 Probability level RMSEA NFI CFI
Commuting energy consumption model 53 47.785 0.677 0.000 0.948 1.000

CFI – Comparative Fit Index, NFI – Normal Fit Index, RMSE – Root Mean Square Error

Source: own study.

Tables 6 and 7 show the direct effects and significance levels, as well as the direct, indirect and total effects, respectively.

Direct effects between driving factors.

Effect P
Number of cars < – - Income 0.425 ***
Number of cars < – - Number of floors 0.255 0.019**
Number of cars < – - Housing type 0.295 0.004**
Home-to-work distance < – - Distance to centre 0.330 ***
Home-to-work distance < – - Number of bus rotation 0.427 ***
Home-to-work distance < – - Occupancy rate per housing 0.130 0.070*
Home-to-work distance < – - Number of cars −0.117 0.071*
Built density < – - Distance to national road 0.252 0.014**
Profession < – - Bus frequency −0.155 0.032**
Built density < – - Distance to centre −0.331 0.002**
Built density < – - Education level 0.111 0.061*
Profession < – - Housing type 0.227 0.002**
Round trip frequency < – - Housing type −0.139 0.057*
Built density < – - Housing type 0.664 ***
Round trip frequency < – - Bus frequency −0.105 0.149
Round trip frequency < – - Home-to-work distance −0.285 ***
Energy consumption (kWh × person−1 × year−1) < – - Home-to-work distance 0.661 ***
Energy consumption (kWh × person−1 × year−1) < – - Profession 0.165 ***
Energy consumption (kWh × person−1 × year−1) < – - Round trip frequency 0.271 ***
Energy consumption (kWh × person−1 × year−1) < – - Number of cars 0.448 ***
Energy consumption (kWh × person−1 × year−1) < – - Built density −0.145 0.007**
Energy consumption (kWh × person−1 × year−1) < – - Respondent age −0.119 0.032**

Significant at 0.001 level

Significant at 0.05 level

Significant at 0.1 level

Source: own study.

Direct and indirect effects of the driving factors of energy consumption generated by commuting.

Effect Number of cars Home-to-work distance Round trip frequency Profession Built density Energy consumption (kWh person−1 × year−1)
Number of floors Direct 0.255 0.000 0.000 0.000 0.000 0.000
Indirect 0.000 −0.030 0.009 0.000 0.000 0.097
Total 0.255 −0.030 0.009 0.000 0.000 0.097
Housing type Direct 0.295 0.000 −0.139 0.227 0.664 0.000
Indirect 0.000 −0.035 0.010 0.000 0.000 0.016
Total 0.295 −0.035 −0.129 0.227 0.664 0.016
Income Direct 0.425 0.000 0.000 0.000 0.000 0.000
Indirect 0.000 −0.050 0.014 0.000 0.000 0.161
Total 0.425 0.050 0.014 0.000 0.000 0.161
Occupancy rate per housing Direct 0.000 0.130 0.000 0.000 0.000 0.000
Indirect 0.000 0.000 −0.037 0.000 0.000 0.076
Total 0.000 0.130 0.037 0.000 0.000 0.076
Bus rotation Direct 0.000 0.427 0.000 0.000 0.000 0.000
Indirect 0.000 0.000 −0.122 0.000 0.000 0.249
Total 0.000 0.427 0.122 0.000 0.000 0.249
Distance to centre Direct 0.000 0.330 0.000 0.000 −0.331 0.000
Indirect 0.000 0.000 −0.094 0.000 0.000 0.241
Total 0.000 0.330 0.094 0.000 0.331 0.241
Number of cars Direct 0.000 −0.117 0.000 0.000 0.000 0.448
Indirect 0.000 0.000 0.033 0.000 0.000 −0.068
Total 0.000 0.117 0.033 0.000 0.000 0.379
Education level Direct 0.000 0.000 0.000 0.000 0.111 0.000
Indirect 0.000 0.000 0.000 0.000 0.000 −0.016
Total 0.000 0.000 0.000 0.000 0.111 0.016
Bus frequency Direct 0.000 0.000 −0.105 −0.155 0.000 0.000
Indirect 0.000 0.000 0.000 0.000 0.000 −0.054
Total 0.000 0.000 0.105 0.155 0.000 0.054
Distance to national road Direct 0.000 0.000 0.000 0.000 0.252 0.000
Indirect 0.000 0.000 0.000 0.000 0.000 −0.037
Total 0.000 0.000 0.000 0.000 0.252 0.037
Home-to-work distance Direct 0.000 0.000 −0.285 0.000 0.000 0.661
Indirect 0.000 0.000 0.000 0.000 0.000 −0.077
Total 0.000 0.000 0.285 0.000 0.000 0.584
Respondent age Direct 0.000 0.000 0.000 0.000 0.000 −0.119
Indirect 0.000 0.000 0.000 0.000 0.000 0.000
Total 0.000 0.000 0.000 0.000 0.000 0.119
Round–trip frequency Direct 0.000 0.000 0.000 0.000 0.000 0.271
Indirect 0.000 0.000 0.000 0.000 0.000 0.000
Total 0.000 0.000 0.000 0.000 0.000 0.271
Profession Direct 0.000 0.000 0.000 0.000 0.000 0.165
Indirect 0.000 0.000 0.000 0.000 0.000 0.000
Total 0.000 0.000 0.000 0.000 0.000 0.165
Built density Direct 0.000 0.000 0.000 0.000 0.000 −0.145
Indirect 0.000 0.000 0.000 0.000 0.000 0.000
Total 0.000 0.000 0.000 0.000 0.000 0.145
Discussion

The path analysis-based approach allowed us to identify 15 variables explaining the energy consumption generated by commuting in the urban area of the municipality of Djelfa. Ten driving factors have an increasing effect on energy consumption and five variables tend to reduce it (Fig. 7).

Fig. 7

Effect of SE and BE driving factors per unit of measurement on energy consumption of commuting to work.

BE – built environment, SE – socio-economic

Source: own compilation.

We found in the first position the factors increasing the commuting energy consumption. The home-to-work distance has a direct effect of 0.66 and an indirect effect mediated through the round-trip frequency −0.076 (−0.28 × 0.27). The total effect is 0.584 per standard deviation (SD), that is, for each additional kilometre, energy consumption increases at 52.64 kWh annually. Almost the same results have been obtained by other authors. In Belgium, Van Acker and Witlox (2010) have found that distances travelled by car increase by 2.6% for every 15 minutes more in the time spent travelling to work. In the same country, Marique (2013) has found that job diversity within a 10-km radius is associated with a −0.421 decrease in energy consumption per person per trip (kWh per person). Calabrese et al. (2012) have observed in Massachusetts that car travel distances to work decreased by −0.3917 for every additional 10 km of distance to work.

The number of cars comes second, with a direct effect of 0.45 and an indirect effect via home-to-work distance of −0.079 (−0.12 × 0.66). The total effect is 0.379 per SD (177.31 kWh), that is, for each additional car per household, energy consumption increases by 116.87 kWh × person−1 × year−1. A similar effect was identified by Cervero and Radisch (1995), Kitamura et al. (1997) and Pan et al. (2009), who have found that the number of cars per adult reduces the modal share of non-motorised travel by −0.7798, −0.387 and −3.652 times, respectively.

The third most important effect is the round-trip frequency, with a direct effect of 0.27 per SD, that is, for each additional round-trip frequency, energy consumption increases by 93.87 kWh × person−1 × year−1. The model also shows that the frequency of trips is a mediator of the effect of the type of housing (individual or collective) and the frequency of buses. This means that the frequency of trips increases in single-family dwellings where the bus frequency is lower. The number of bus rotations has an indirect effect mediated by commuting distance of 0.284 (0.43 × 0.66) and commuting frequency of −0.0325 (0.43 × −0.28 × 0.27). The total effect is 0.249, that is, for each bus rotation, energy consumption increases by 79.40 kWh × person−1 × year−1. Indeed, increasing the number of bus stops would increase the travel time. Pan et al. (2009) have found that the choice of car as a travel mode increases by 1.03 times for each additional minute and Chen et al. (2007) have observed that the number of bus stops per trip increases car use for travel by 7.1%.

Distance to the centre comes fifth with an indirect effect mediated by built-up density 0.05 (−0.33 × −0.15), by home-to-work distance 0.218 (0.33 × 0.66) and by round-trip frequency −0.025 (0.33 × −0.28 × 0.27). The total effect is 0.241 per SD, that is, for each additional kilometre of distance to the centre, energy consumption will increase by 61.35 kWh × person−1 × year−1. Distance to the centre is positively correlated with distance travelled by the private car. Holden and Norland (2005) have obtained almost the same result in Oslo. For each additional kilometre of distance to the centre, the energy consumption generated by motorised travel increases by 108 kWh × person−1 × year−1. Similarly, Naess (2010) has shown a positive association between distance to the centre and energy consumption generated by car travel.

Profession comes sixth with a direct effect of 0.165 per SD. In other words, liberals tend to consume 55.726 kWh × person−1 × year−1 more than public-sector employees. Occupation could be considered as a proxy for income; in Algeria liberal employees have a higher income than public-sector employees. Income is the most common determinant in mobility studies. Several studies have found a positive correlation between income and VKT; a higher income leads to more motorised mobility. In our study, the income effect acts indirectly through the number of cars by 0.193 (0.43 × 0.45) and through the home to work distance by −0.034 (0.43 × −0.12 × 0.66). The total effect is 0.161 per SD, that is, for every additional 15,000 Da (≈103€), energy consumption increases by 30 kWh × person−1 × year−1. Van Acker and Witlox (2010) have found that income is positively associated with car travel in Belgium. Households with an income above €3,100 travel 13% more by car than households with a lower income. Khan et al. (2014) have observed that income could explain up to 6.21% of car trips in Seattle, while Dieleman et al. (2002) have found a smaller impact in the Netherlands (2.9%).

Holden and Norland (2005) in Oslo, Norway, have noted an increase in energy consumption due to motorised mobility of 2 kWh/persons for every 1,000 Norwegian Kroner or 100€ × person−1. And Næss (2010) found that income is positively correlated with VKTs and explains an additional 1.41 km (Beta = 0.07) for every 1,000 Yuan (127€). While for the same income, and for trips to the centre, Naess (2014) has observed a weak positive correlation between VKTs and income in Copenhagen, 0.0045 km more for every additional 1,000 Danish kroner (134€). The author explains this weak correlation by the location of housing. Households with higher incomes tend to live in the centre, while households with lower incomes tend to live on the outskirts near public transport.

In the eighth place comes the number of floors per urban block with an indirect effect through the number of cars per household of 0.117 (0.26 × 0.45) and through the home-to-work distance of −0.0206 (0.26 × −0.12 × 0.66). The total effect is 0.097, that is, for each additional storey per urban block, energy consumption increases by 16 kWh × person−1 × year−1. The number of floors per urban block is a proxy for the distance-to-centre factor. Indeed, the highest buildings are located in the periphery of the municipality of Djelfa.

In the ninth place is the occupancy rate per dwelling, which has an indirect effect mediated by home-to-work distance of 0.0858 (0.13 × −0.66) and by round-trip frequency of −0.0098 (0.13 × −0.28 × 0.27). The total effect is 0.076, that is, for each additional household member, energy consumption for mobility increases by 7.187 kWh × person−1 × year−1. The occupancy rate per dwelling or the size of a household in most studies is negatively correlated with motorised mobility. Ding et al. (2017) have found that household size reduces car travel by up to −0.56 in Baltimore and Cervero and Radisch (1995) have shown positive associations between household size and increasing use of public transport modes, cycling and walking rather than driving in the United States.

Similarly, Ma et al. (2014) in China have observed that household size has a negative impact on chain travel. While in Seattle, Khan et al. (2014) have found that household size has a positive impact (by 25%) on distances travelled by car. The researchers explain this positive correlation by the presence of young children dependent on their parents’ mobility. Other researchers have found that household size has no impact on the volume of car travel (Chen et al. 2007; Manaugh et al. 2009). Chen et al. (2007) have observed that the effect of household size is more pronounced for households with children under the age of six.

In the last position and with the smallest effect on energy consumption generated by commuting is the type of housing which has an indirect effect mediated: by built density of −0.099 (0.66 × −0.15), by number of cars of 0.135 (0.3 × 0.45), by home-to-work distance of −0.024 (0.3 × −0.12 × 0.66), by round-trip frequency of −0.0378 (−0.14 × 0.27) and finally by profession of 0.391 (0.23 × 0.17). The total effect amounts to 0.016 per SD only, that is, an occupant residing in an individual housing tends to consume 5.67 kWh × person−1 × year−1 more than a person living in a collective housing. The type of housing can also be considered as a proxy of the income, as living in a single-family house is often possible for households with a higher income.

In the cluster of driving factors with a reducing impact on energy consumption, we find built density at the top of the ranking with a direct effect of −0.15 per SD, that is, for each additional +1 value of built density, energy consumption decreases by −35.46 kWh × person−1 × year−1. The same conclusions have been found by Brownstone and Golob (2008) in California. A reduction in built density for the same household composition could increase vehicle miles travelled by up to 1,171 miles. Researchers explain these results by the fact that car ownership is less frequent at higher built density. Van Acker and Witlox (2010) have also found that the car modal share tends to decrease in areas with high built density. They also found that car ownership is also negatively correlated with car modal share. In contrast, in Norway, Holden and Norland (2005) have found that built density is not significantly correlated with VKTs.

The age of the respondent comes second, with a direct effect of −0.12 per SD, that is, for every 10 years increase in the age of the respondent, the energy consumption for commuting decreases by −19.66 kWh × person−1 × year−1. Our results are in line with several studies. In much of the scientific literature, age is considered to be a factor that reduces the energy generated by car travel (Handy et al. 2005; Pan et al. 2009; Van Acker, Witlox 2010). Similarly, in Montreal, age was found to be positively correlated with proximity to work (Manaugh et al. 2009). While in Hangzhou, age only explains −0.013 km × day−1 of VKT (Naess 2014) and +0.088 km × day−1 in Copenhagen (Idem). The author explains this opposition of the age effect by the lifestyle effect. Educated young people in Copenhagen tend to live in the centre, while the opposite is true in Hangzhou. In New York, Chen et al. (2007) have also found a positive correlation with VKTs (0.01). The authors explain this correlation by the fact that older people tend to use cars more than younger people, as car ownership is higher among older people. Holden and Norland (2005) have found that age in Oslo has no statistically significant effect on VKTs.

Bus frequency in the residential environment comes third, reducing energy consumption by an effect of −0.054, mediated by round-trip frequency −0.027 (−0.10 × 0.27) and by profession −0.027 (−0.16 × 0.17). In other words, for each additional bus frequency in the residential area, energy consumption for mobility decreases by −6.13 kWh × person−1 × year−1. The distance to the national road comes second to last with a small effect of −0.037 mediated by built density. For each additional kilometre of distance from the station road, energy consumption decreases by −9.41 kWh × person−1 × year−1.

Indeed, the national road runs along the city from north to south and divides it into two parts: east and west. A large volume of transport passes along the national road, which is characterised by the large width of its carriageway and the presence of several bus stops, which gives it a structuring role in the city of Djelfa. The distance to the national road in the city of Djelfa is a proxy for the distance to public transport. Indeed, the greater the distance to public transport, the greater the use of the car for travel. Van Acker and Witlox (2010) and Calabrese et al. (2012), Khan et al. (2014) and Ding et al. (2017) state that doubling the distance to public transport increases the distance travelled by car by 3.4%, 3.04%, 13.2% and 4.7%, respectively. Ding et al. (2017) have also found that public transport use drops by −11.4% if the distance to public transport is doubled.

Education level comes last, with a small effect of −0.016 per SD, mediated by built density. In other words, for each additional level of education, energy consumption decreases by −2.67 kWh × person−1 × year−1. The impact of education level on VKTs is variable in the scientific literature, ranging from a positive, negative and non-significant correlation. Feng et al. (2013) in China and the Netherlands, Marique (2013) in Belgium have found that each additional SD of the level of education generates 23.4%, 18.1% and 16.8% more distance travelled by car respectively. Calabrese et al. (2012) have found a negative correlation between the education level and car travel distances (Beta = −0.0817). In the Netherlands, Dieleman et al. (2002) have observed that people with a higher level of education tend to prefer car travel to public transport by 4.3% and that the level of education explains only 0.2% of the distances travelled by car. Other research has shown that education level has no statistically significant effect on the energy generated by car travel in Oslo (Holden, Norland 2005) and China (Naess 2010). In general, the impact of education level has a small or insignificant impact in explaining VKTs.

To draw a general conclusion, we have observed that SE factors explain 281 kWh × person−1 × year−1, while BE factors explain 164 kWh × person−1 × year−1. The BE has an impact that appears to be lower than SE factors in explaining commuting energy. This finding is similar to that of Stead (2001), who has found that variation in travel patterns is often due more to SE reasons than to characteristics of the BE.

Conclusion

The environmental impact caused by fossil fuel consumption and the resulting GHGs is increasingly being taken into account by developed countries, and recently by developing ones. The comparison of our findings with those obtained by the authors who considered other cities in developed countries showed almost similar effects. This would lead us to the conclusion that the current knowledge developed through studies in developed countries is potentially transferable to developing ones, subject to seeing what further research in developing countries would yield. The impact of driving factors on the energy consumption of commuting allows us to draw some interesting conclusions. Increased built density, proximity to workplaces, more bus stops and functional diversity in new urban extensions would reduce commuting energy consumption. Similarly, car use for home-to-work trips, round-trip frequency and car ownership would decrease with a reduction in home-to-work distance. Our results suggest a structuring role for the SE characteristics of households in explaining the energy consumption of commuting. The SE characteristics of households are directly related to the quality of the BE, and there appear to be disparities in the distribution of working area density. The new urban areas are less dense and almost totally residential. This implies a greater distance to reach the working areas which are concentrated in the centre. Urban development policy should take into account functional diversity when designing new urban extensions to reduce the modal share of the car, GHG emissions and energy consumption.

Other mobility modes such as shopping, leisure and home-to-school mobility could be considered for future research. Our results could be used in a parameterised tool that could help policymakers and urban planners to design less energy consuming neighbourhoods and could also raise awareness among commuters to be more environmentally friendly.

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