Sub-problem 5b - Page 1 of 1 |
ID# C205B01 |
Sub-problem
5b: I-87 Interchange: Route 146 Weaving Section
Between the
southbound-to-eastbound off-ramp and the eastbound-to-northbound on-ramp
there is a short weaving section. All of the traffic leaving
the off-ramp heads east on Route 146, while all of the traffic for the
on-ramp comes from Route 146 to the west.
Weaving sections
can occur on freeways and on
arterials. This is one example. The HCM methodology for analyzing weaves
makes provision for considering weaves on arterials.
In the context of the
HCM, the inputs you need to provide are: the type of weave (A, B, or C);
the length of the weaving section; the free-flow speed; the terrain; and
the four weaving volumes and characteristics of those volumes like the
peak hour factor, the percent trucks, and the percent recreational
vehicles. The LOS performance
measures are the density within the weaving section (passenger cars per
mile per lane) and the weaving speed. The density determines the level of
service.
Exhibit 2-60. I-87
Interchange Performance for the Eastbound Weave on Route 146 |
Case |
Density |
Speed |
LOS |
AM Existing |
14.69 |
43.95 |
B |
AM Without/With |
15.35 |
43.69 |
B |
PM Existing |
22.96 |
43.68 |
B |
PM Without |
24.06 |
43.38 |
C |
PM With |
26.43 |
41.74 |
C |
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Exhibit 2-61. I-87 Interchange Prediction of Delays at the Terminus
of the Southbound-to-Eastbound Off-Ramp |
Case |
Delay |
v/c |
95% Q |
LOS |
PM With (6.2 sec) |
31.7 |
0.66 |
4.56 |
D |
PM With (4.1 sec) |
15.0 |
0.41 |
1.98 |
B |
Exhibit 2-60 shows the
performance of the Route 146 weaving section under a variety of
conditions. The density ranges from 14.69 to 26.43 pcpmpl and the speed
ranges from 41.74 to 43.95 mph. The LOS is either B or C. In the PM Peak,
we move from low B to high C as we progress from PM Existing to PM
Without conditions and the PM With conditions are just slightly
worse. You can click
here to see the datasets that produced these results.
To
study the terminus of the
southbound-to-eastbound off-ramp as an unsignalized intersection, we
looked at the PM With condition (Dataset
65). Exhibit 2-61 shows that we found. If we stick to the 6.2
second critical gap that’s assumed for typical right turns, we get
LOS D, a delay of 31.7 seconds, and a 95th-percentile queue of
4.56 vehicles. This is inconsistent with the conditions we see today. The
critical gap used by the drivers at this location must be
much shorter. We looked at what would happen if we assumed a
much shorter gap, like the 4.1 seconds assumed for left turns from the
major street. The delay then becomes 15 seconds and the LOS is B. There’s a need to be accurate about the critical gap value being used at
this location. We think 4.1 seconds is more realistic than 6.2 seconds.
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