Sub-problem 3b - Page 2 of 2 |
ID# C103B02 |
Sub-Problem 3b: Using a
Microscopic
Simulation Model
CORSIM produces a
very detailed output, covering several measures of delay and travel time, as
well as other measures such as vehicle emissions and fuel consumption. We will consider the average control delay measure, similar to the measure
produced by the HCM signal model.
The results from the CORSIM simulation model are shown in
Exhibit 1-35. We've also included the results from the HCM analysis
for easy comparison between these two models.
Exhibit 1-35.
Average control delay per vehicle (sec/veh) at Styner-Lauder - Signal
Control
(Multiple
Datasets) |
Time period |
Eastbound |
Westbound |
Northbound |
Southbound |
HCM |
CORSIM |
HCM |
CORSIM |
HCM |
CORSIM |
HCM |
CORSIM |
4:00 pm to 4:15 pm |
23.6 |
13.2 |
19.7 |
11.2 |
7.5 |
7.0 |
4.5 |
7.1 |
4:15 pm to 4:30 pm |
83.2 |
27.7 |
24.2 |
13.5 |
66.2 |
42.4 |
34.3 |
8.6 |
4:30 pm to 4:45 pm |
33.6 |
16.0 |
23.7 |
8.6 |
60.4 |
28.5 |
10.1 |
8.2 |
Exhibit 1-35 shows that there are some significant
differences between the estimates of average control delay produced by the
two models, HCM and CORSIM. While we have no way of verifying the quality of
either estimate, we can say that CORSIM and other similar microscopic
simulation models have the potential to
produce more realistic results. Why? Because the microscopic
simulation models are better at accounting for the microscopic interactions between vehicles,
they are more
likely to better represent conditions of oversaturation than
the macroscopic approach taken by the HCM. But this is true only if the
model is correctly coded, calibrated, and applied (including multiple runs
to account for the stochastic nature of the simulation). Our major advice is this: if
you are dealing with conditions in which demand exceeds capacity, queues
from one intersection interacting with an adjacent intersection,
intersections that are closely spaced, or multiple
time periods, you should consider the use of a microscopic simulation model
to produce estimates of control delay. Just like the HCM procedures, use of
any microscopic model requires special care and expertise to assure that the
accuracy of the results is commensurate with user expectations.
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