This section explains and analyzes the results from the simulation and the real-world experiment conducted.
3.1. Energy Consumption Impact of Different Route Conditions
The distance traveled by EVs and ICEVs based on time intervals is shown in
Figure 8. According to
Figure 8, EVs traveled a total of 37,933.37 km, while ICEVs traveled 36,762.57 km. The total distance differed due to the number of vehicles that could complete the journey in the four hours simulation time and the number of vehicles that could complete the journey based on the car count determined by the software. For example, at 10:30 a.m., only one ICEV, compared to three EVs, completed the journey. Although the number of EVs that completed the journey was higher than ICEVs, and the total distance traveled differed by 1170.80 km, the average energy consumption for EVs was 70 percent lower than ICEVs (refer to
Figure 9). The average energy consumption for EVs was 0.14 kWh/km, and ICEVs was 0.48 kWh/km. Thereby, the energy consumption of EVs was lower than ICEVs during the simulation modeling.
Scenario 1 route consisted of different road altitudes, which are flat roads, driving uphill and downhill.
Figure 10 shows the average energy consumption based on three different road altitudes. On a flat road, in a normal road, EVs (0.19 kWh/km) consumed less energy than ICEVs (0.49 kWh/km). The amount of energy consumed increased when traveling uphill: EVs (0.32 kWh/km) and ICE (0.55 kWh/km). A study conducted by Boriboonsomsin and Barth [
49] shows that an increase in road gradient will increase petrol consumption. The study also stated that going downhill consumed the lowest amount of energy, which is also shown in this modeling; whereby going downhill, the energy consumption is the lowest among the other two road gradients and conditions. These results can also be compared to a study conducted by the U.S. Department of Energy [
50].
In Scenario 2, the total distance traveled by 307 EVs was 96,111.32 km, whereas the total distance traveled by 268 ICEVs was 8390.14 km (
Figure 11). This is the total distance traveled from the origin to the destination by the number of vehicles that completed the journey based on the AIMSUN. The number of ICEVs and EVs that completed journeys varied depending on the speed and other factors. For example, the number of vehicles (220 vehicles) that completed four journeys at 8:25 a.m. was the lowest compared to other time intervals. At 9:00 a.m., there were 224 vehicles, with 34 completed journeys for EVs.
Figure 12 shows the average energy consumption for EVs and ICEVs, which were 0.12 kWh/km and 0.61 kWh/km, respectively. Similar to Scenario 1, the average fuel consumption for ICEVs is higher than EVs despite the total distance traveled being much shorter. One of the reasons was due to the high efficiency of EVs (80%) compared to ICEVs.
The total distance traveled by EVs was 5594.82 km, completed by 383 vehicles, whereas ICEVs traveled a total distance of 5303.70 km by 303 vehicles in a one-hour simulation, as shown in
Figure 13. In most time intervals, EVs completed more journeys than ICEVs. This is due to the input vehicles to the network. For instance, at 8:20 a.m., the total number of vehicles inside the network is 153 for EVs and 133 for ICEVs. The new vehicles entering the network for EVs was 44 and 31 for ICEVs, and the number of completed journeys for EVs was 28 and 17 for ICEVs. Thus, the more vehicles in the network, the number of completed journeys increases. However, at 8:15 a.m., there was one completed journey by ICEVs, but none by EVs, due to the faster speed of ICEVs.
Figure 14 shows the average energy consumption by EVs and ICEVs for Scenario 3. The energy saved by driving an EV in this scenario is approximately 86%. The average energy consumption for EVs is 0.14 kWh/km, while the average energy consumption of ICEVs is 0.98 kWh/km. This difference in energy consumption was due to the speed, road density, and traffic lights. The effect of the traffic light is shown in
Figure 15. As Scenario 3 was conducted in an urban area, the difference between the energy consumption of EVs and ICEVs existed due to the stop-and-go situation as a result of traffic congestion besides traffic lights. A study conducted by [
27] shows that in stop-and-go conditions, EVs consume less energy compared to ICEVs. Congested traffic also had a greater impact on ICEVs than EVs as it consumes more energy due to the frequent starts and stops, while EVs use regenerative braking to recover the losses and also do not burn fuel while idling.
The average energy consumption of EVs at Traffic Light 1 was 0.01 kWh/km and 0.14 kWh/km at Traffic Light 2. On the other hand, the average energy consumption of ICEVs was 1.35 kWh/km and 1.40 kWh/km, respectively. This shows the effectiveness of regenerative braking in electric vehicles in which the power is transferred from the wheels to the battery pack, mostly during the deceleration and braking. Another reason was that there was only one lane for the vehicle to turn. Therefore, it creates congestion and queuing. Congestion makes EVs use less energy, and ICEVs consume more energy than normal driving. ICEVs required more fuel while idling and accelerated more after the lights turned green, thereby being less fuel-efficient during stop time.
AIMSUN uses the backward-looking approach for the battery consumption model that was first proposed by James Larminie and Lowry [
44] and Genikomsakis and Mitrentsis [
45], and later by Iora and Tribioli [
46].
In this approach, the power required at the wheels is determined by the velocity specified by the driving cycle as a product of resistance and inertia forces. During traction, the electrical energy is drawn from the battery and transformed into kinetic energy, and the kinetic energy is transformed into electrical energy during braking through the wheels, thus saving more energy compared to ICEV. There is a 24% reduction in energy consumption of EVs by taking into account the optimal speed profile for EVs at traffic lights, which cannot be conducted in ICEVs [
29].
As for Scenario 4, the total distance traveled was 1289.47 km by 477 vehicles out of 534 vehicles simulated for EVs (
Figure 16) and consumed 147.24 kWh of battery capacity. The higher the number of vehicles that reached the destination, the higher the accumulated distance traveled by the time intervals. The total distance traveled by ICEVs for Scenario 4 is 1229.36 km, with fuel consumption of 106.62 L by 453 vehicles out of 496 vehicles simulated. The average fuel consumption for ICEVs was 11.53 km/L for an urban area with short-distance driving.
Figure 17 shows the average energy consumption by EVs and ICEVs for Scenario 4. The average energy consumption for EVs was 0.11 kWh/km, while for ICEVs was 0.77 kWh/km. The energy saved by driving EVs was approximately 85 percent.
The average energy consumption at traffic light 1 for EVs was 0.06 kWh/km, and for ICEVs, it was 0.6 kWh/km on a 491-m road.
Figure 18 shows the comparison of energy consumption per kilometer by ICEVs and EVs. One of the factors for the difference was that EVs do not consume energy when at a stop or idling except for the internal electronics or climate used. Meanwhile, for ICEVs, fuel was still used up as the engine was still on.
The average stop time of EVs was 30 s, while for ICEVs, it was 24 s. Although EVs stop time was longer, the energy consumption was low. The energy consumed by ICE fluctuates from time to time due to the number of vehicles that stop and pass through the traffic light differing from time to time. A higher number of stops results in higher fuel consumption.
As for Traffic Light 2, the average energy consumption for EVs was 0.13 kWh/km, while for ICEVs, it was 2.7 kWh/km on a 150 m simulated road before the traffic light. The average stop time for EVs was 103 s, while for ICEVs, it was 76.9 s. This shows that EVs did not consume more energy, although the stop time is higher than ICEVs.
In addition, the fuel consumption of ICE decreased in low lane density and the shorter stop time. For instance, the density and the stop time were higher at 8:25 a.m. compared to 8:30 a.m., and it was observed that the fuel consumed was lower at the latter time.
The findings from both traffic lights demonstrated that the stop-and-go situation benefited EVs. This is because ICEVs needed fuel to maintain the engine while at a stop or idling and used more fuel to accelerate to go, while EVs used less or zero energy at a stop or idling and regenerative braking that helped in reducing the energy consumption.
The total distance traveled by EVs in Scenario 4 was 15,583.7 km which consumed 1863.71 kWh of energy. The average energy consumption was 0.12 kWh/km. The distance traveled was 333 vehicles out of 498 vehicles simulated (
Figure 19). The distance traveled and battery consumption was closely correlated to the number of completed journey. Out of 507 vehicles simulated, 345 vehicles reached the destination within a two-hour simulation, which the first few cars reached after 50 min of traveling. This made the total distance traveled 16,145.43 km with 859.81 L of petrol consumed.
Long-distance driving in EVs in suburban areas saved 75 percent of energy. Driving at higher speeds in less traffic and with low lane density, however, resulted in higher energy consumption. Higher speed increased the energy consumption for both EVs and ICEVs. Based on
Figure 20, the average energy consumption for EVs and ICE was 0.12 kWh/km and 0.48 kWh/km, respectively.
The total distance traveled by EVs in Scenario 6 was 5604.18 km which consumed 572.37 kWh of energy. This made the average energy consumption for a suburban with a short-distance drive 10 kWh/km. The distance was completed by 335 EVs out of 536 simulated EVs. As for ICE, the total distance traveled was 5219.53 km which consumed 384.38 L of fuel by 312 vehicles out of 470 simulated vehicles. Both was shown in
Figure 21. The average energy consumption for this scenario was 13.57 km/L.
Each time interval received a different number of vehicles. Only five ICEVs and EVs reached their destination at 8:20 a.m., which is the reason for the low fuel consumption and distance travel. This differs from 8:55 a.m., where the total completed journey is 48 ICEVs and 30 EVs, the highest among other time intervals for ICEVs, which contributed to the highest fuel consumption for this scenario. This shows fluctuations in the trend.
Driving EVs in Scenario 6 saved 84 percent of energy as shown in
Figure 22. The energy saving from EVs was lowest at all times throughout the one-hour simulation. The average energy consumption for EVs was 0.1 kWh/km, while for ICEVs, it was 0.66 kWh/km. This indicated that EVs were more energy efficient than ICEVs.
Two energy consumption comparisons were made, which are before the roundabout and at the roundabout. Based on the
Figure 23, the energy consumed before entering the roundabout was less than the energy consumed at the roundabout. This was due to the acceleration made when the vehicles were about to enter the roundabout after the stop or yielding.
The energy consumption of EVs before the roundabout was 0.08 kWh. This was because the vehicle slowed down the speed approaching the roundabout. Regenerative braking also lowered energy consumption. However, different from EVs, ICEVs consumed 2.16 kWh/km before the roundabout due to the braking and slowing down from acceleration.
Both vehicles experienced a drastic increase in energy consumption at roundabouts due to the stop-and-go condition causing the vehicle to consume more energy to accelerate.
3.2. Economic Impact of Different Route Conditions
The total cost of petrol for ICEVs was USD 927.83, while for EVs, it was USD 681.56 for a total distance of 37,933.37 km and 36,762.57 km, respectively
Figure 24 shows the average fuel and energy cost for both vehicles at each time interval. The cost of energy for EVs at 10:30 a.m. was USD 0.27. The cost was less than ICEVs due to the higher speed of the EVs and the higher density of the network, thereby contributing to the high energy consumption. However, an average of 26% of fuel cost was saved when driving an EVs on a 234.15 km long-distance highway travel.
The recharging cost was zero if the EVs were recharged by using ChargeEV, which had a yearly subscription of USD 54.18 for unlimited charging. Otherwise, the rate of charging depended on the charging rate. However, the average battery consumption to travel from the origin to the destination for this Scenario 1 was 33.67 kWh. Taking Nissan Leaf with a 40 kWh battery capacity as a subject, it required one stop for a recharge. However, with good driving behavior, Nissan Leaf can travel up to 311 km, which is enough energy to reach the destination in the current scenario.
Driving EVs saved approximately 41% of the petrol cost that ICE bear.
Figure 25 shows the cost comparison by each vehicle traveling at each time interval. The cost fluctuates based on the road condition, which includes road density and speed. The average battery consumption to travel from origin to destination for this scenario was 3.83 kWh, which not required recharging for most EVs in the market. For instance, a 40 kWh Nissan Leaf used 9.6% battery for a one-way travel journey, and a return journey consumed less than half of the battery capacity. The charging cost was not considered in this scenario, as the charging can be conducted at home.
Figure 26 shows the cost comparison between both EVs and ICEVs. Driving EVs in Scenario 3 saved an average of 64 percent of the petrol cost. The total cost of petrol for ICEVs was USD 271.66, while for EVs, it was USD 97.69. This Scenario will not require any recharging as the average battery consumption for EVs was only 2 kWh. The charging could be performed at home or at a public charging station that is scattered around near the destination.
Driving EVs instead of ICEVs saved 85 percent of energy in Scenario 4, which can be seen in the
Figure 27. Driving EVs consumed lower energy compared to ICEVs at all time intervals. Apart from that, 61% can be saved from the fuel cost of driving ICEVs. Although the cost of energy of EVs fluctuates over time, it is still lower than ICEVs. The fuel cost at 8:30 a.m. increased from USD 5.19 to USD 7.73 due to the lower fuel consumption and low travel distance.
Driving EVs saved approximately 39% of petrol costs in Scenario 5 (
Figure 28). This cost was affected by the number of stops, lane changes, and density. The total cost of petrol was USD 397.87, while the cost of energy for EVs was USD 240.18. To travel in this Scenario, the average battery consumption was 5.6 kWh for EVs. EVs did not require any recharging as most battery capacity of EVs in the Malaysian market could cater to this consumption.
Driving EVs in this Scenario 6saved an average of 59 percent of the petrol cost (
Figure 29). The cost fluctuated depending on the petrol consumption, energy consumption, and distance traveled. For instance, at 8:45 a.m., the cost of petrol was USD 15.54, while the cost of energy for EVs was USD 11.84. This was because the distance traveled by ICEVs was only 451.64 km, thus consuming less petrol compared to other time intervals. The same applies to EV; the distance traveled at 8:45 a.m. was the furthest compared to other time intervals, which was 886.63 km, thus consuming more energy. The total petrol cost for ICEVs was USD 177.88, and for EVs, it was USD 73.78. EVs did not require any recharging to travel from the origin to the destination.
3.3. Environmental Impact on Different Route Conditions
The carbon dioxide emission generated by ICE in all scenarios is shown in
Figure 30. The highest emitter of carbon dioxide was from Scenario 1, which was 12,989.43 kg for the entire 36,762.56 km journey. This accounted for 0.35 kgCO
2 for each km traveled in this scenario. The carbon dioxide emission for Scenario 1 increased after 9:40 a.m. due to the increased number of vehicles that had completed the journey and the high number of vehicles that were still in the network, driving to the destination. Apart from that, compared to other scenarios, Scenario 1 had the highest travel distance. The high number of different variables contributed to the increase in emissions.
The second highest accumulated carbon dioxide is Scenario 5, followed by Scenario 2. It is worth noting that these three highest carbon dioxide emitters in those travel distances were more than 30 km from origin to destination. These results are comparable to a study conducted in [
50,
51], which concluded that longer car trips resulted in a 44 percent increase in carbon dioxide emissions, while short trips were only responsible for 10 percent of carbon dioxide emissions. Therefore, Scenarios 3, 4, and 6, which were considered short trips, contributed to the least emission in this study.
As for EVs, the carbon dioxide emissions by EVs were relatively low for all scenarios simulated. The carbon dioxide emission associated with each scenario is compared in
Table 5.
The United States Environmental Protection Agency (EPA) stated a few ways to reduce greenhouse emissions in the transportation sector, which include reducing the number of miles traveled by a vehicle, using more advanced technology and hydrogen vehicles, using lower carbon transportation fuel, and using public transportation [
52]. A study on multimodality and unimodality of transportation against carbon emissions revealed that carbon dioxide emissions are highly related to distance travel [
53], which explains that higher distance travel contributes to higher carbon dioxide emissions.
Scenarios 3 and 6 had similar carbon dioxide emissions due to the distance traveled from origin to destination being approximately the same at 14 km. However, Scenario 6 accumulated higher due to the three roundabouts, which increased the fuel consumption of the vehicle and directly affected carbon dioxide emission. The total carbon dioxide emission from two traffic lights in Scenario 3 is 191.79 kg, while the amount of carbon dioxide emissions for Scenario 6 was 250.08 kg. These two scenarios had two different traffic management, and the roundabout emitted higher CO2 than traffic lights due to the braking and accelerating before and after entering the roundabout.
Scenario 4 emitted the lowest carbon dioxide compared to other scenarios due to the shorter simulated distance, although having two traffic lights along the road. This shows that the carbon dioxide emission from vehicles was affected by the distance traveled, traffic management system, and vehicle speed.