1,902
Views
17
CrossRef citations to date
0
Altmetric
Technical Papers

Modeling Transit Bus Fuel Consumption on the Basis of Cycle Properties

, &
Pages 443-452 | Published online: 10 Oct 2011

Figures & data

Figure 1. Geometric interpretation of the linear model method.

Figure 1. Geometric interpretation of the linear model method.

Table 1. Transit buses analyzed in this research

Table 2. Average measured properties over five buses for 17 cycles used

Figure 2. Histogram of average percentage error for the prediction of CO2 mass rate (g/sec).

Figure 2. Histogram of average percentage error for the prediction of CO2 mass rate (g/sec).

Table 3. CO2 mass rate prediction results with lowest average percent error

Table 4. Fuel economy predictions with lowest average percent error

Figure 3. CO2 mass rate predictions with lowest error for (a) CNG bus 32, (b) CNG bus 35, (c) hybrid bus 37, (d) diesel bus 39, and (e) diesel bus 41.

Figure 3. CO2 mass rate predictions with lowest error for (a) CNG bus 32, (b) CNG bus 35, (c) hybrid bus 37, (d) diesel bus 39, and (e) diesel bus 41.

Figure 4. Frequency of a baseline cycle in predictions with average <10%.

Figure 4. Frequency of a baseline cycle in predictions with average <10%.

Table 5. Baseline combinations with lower average percentage error for CO2 (g/sec) prediction

Figure 5. Parity plot for prediction of CO2 mass rate using idle, OCTA, and KCM as baseline cycles and velocity and acceleration as metrics.

Figure 5. Parity plot for prediction of CO2 mass rate using idle, OCTA, and KCM as baseline cycles and velocity and acceleration as metrics.

Figure 6. CO2 mass rate prediction errors using idle, OCTA, and KCM as baseline cycles and average velocity and average acceleration as metrics.

Figure 6. CO2 mass rate prediction errors using idle, OCTA, and KCM as baseline cycles and average velocity and average acceleration as metrics.

Figure 7. Percentage error ratios when using other metrics combinations. V = velocity, A = acceleration, Std.V = standard deviation of speed, Stops = stops per unit distance, IP = inertial power.

Figure 7. Percentage error ratios when using other metrics combinations. V = velocity, A = acceleration, Std.V = standard deviation of speed, Stops = stops per unit distance, IP = inertial power.

Table 6. CO2 mass rate prediction results with lowest average percentage error

Figure 8. Parity plot for prediction of CO2 mass rate using idle, NYBus, and KCM as baseline cycles and velocity and stops per distance as metrics.

Figure 8. Parity plot for prediction of CO2 mass rate using idle, NYBus, and KCM as baseline cycles and velocity and stops per distance as metrics.

Figure 9. CO2 mass rate prediction errors using idle, NYBus, and KCM as baseline cycles and average velocity and stops per distance as metrics.

Figure 9. CO2 mass rate prediction errors using idle, NYBus, and KCM as baseline cycles and average velocity and stops per distance as metrics.

Table 7. CO2 mass rate prediction results with lowest average percentage error

Table 8. NOx mass rate prediction with lowest average percentage error

Figure 10. Parity plot for prediction of NOx mass rate using idle, OCTA, and KCM as baseline cycles and average velocity and average acceleration as metrics.

Figure 10. Parity plot for prediction of NOx mass rate using idle, OCTA, and KCM as baseline cycles and average velocity and average acceleration as metrics.

Figure 11. NOx mass rate prediction errors using idle, OCTA, and KCM as baseline cycles and average velocity and average acceleration as metrics.

Figure 11. NOx mass rate prediction errors using idle, OCTA, and KCM as baseline cycles and average velocity and average acceleration as metrics.

Reprints and Corporate Permissions

Please note: Selecting permissions does not provide access to the full text of the article, please see our help page How do I view content?

To request a reprint or corporate permissions for this article, please click on the relevant link below:

Academic Permissions

Please note: Selecting permissions does not provide access to the full text of the article, please see our help page How do I view content?

Obtain permissions instantly via Rightslink by clicking on the button below:

If you are unable to obtain permissions via Rightslink, please complete and submit this Permissions form. For more information, please visit our Permissions help page.