Sub-problem 2b - Page 8 of 10 |
ID# C402B08 |
Sub-problem
2b: What are the Levels of Service
in the Weaving Sections Located in the I-87/Alternate Route 7 Interchange?
Why is the weaving traffic constrained? What is the
practical implication of this finding?
(see
Exhibit 4-28). The determination of whether a particular
weaving segment is operating in an unconstrained or constrained state is
based on the comparison of two variables: the number of lanes that must be
used by weaving vehicles to achieve equilibrium or unconstrained operation (Nw)
and the maximum number of lanes that can be used by weaving vehicles for a
given configuration (Nwmax). As we have discussed
previously, most, if not all, of the lane changing activity associated with
weaving occurs in the two lanes adjacent to the crown line. In fact, for a
Type A weave, the number of lanes that can be used by weaving vehicles is 1.4. It is less than 2 since some of the non-weaving vehicles also use these two
lanes. Our results show that Weave A requires 1.5 lanes (fairly close to
the number required for unconstrained flow), while Weave B requires from 3.3 to
3.6 lanes. Clearly, the volumes and proportion of weaving flow associated with
Weave B requires much more space than is present in this type of weave, so the
weaving traffic is definitely constrained.
What happens when the weaving flow rate exceeds the model
limit? When weaving flow rates exceed the model limits (in this case,
2,800 pc/hr for a Type A weave), it is likely that the weaving section will fail,
regardless of the results from the other parts of the weaving section
methodologies. For Weave B, during the PM Peak, the weaving volume
is 4,105 pc/hr, a rate significantly higher than than 2,800 limit cited above. Again, the practical result is a likely breakdown of flow in this segment during
this time period.
In Weaves B and C, the volume ratio, VR, exceeds the model
limit; what is the likely result that you would observe in the field? For weaving
sections with five lanes, as in Weave A in this sub-problem, the volume ratio
limit is 0.35. Both the AM and PM peak results are less than 0.35 for
Weave A. However, for Weave B, the limit of 0.20 is exceeded in both the
AM and PM peak periods. In fact, the values of 0.70 and 0.68 are
significantly higher than the limit with a likely result of poor operations and
local areas of queuing.
The questions that we discussed above are important in helping
us to understand how the three weaving sections will operate under the given
conditions. As you consider all of the data together, how would you
summarize the operations of the three weaving sections? After you have
considered this question, proceed to the next page for a further discussion of
this issue.
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