|
The weaving flow rate, Vw, or the total
weaving volume in the section, must be less than 2,800 pc/hr for Type A
weaves, for example. |
|
The flow rate through the weaving section must be less
than that allowable for a basic freeway segment. |
|
The volume ratio, VR, or the proportion of the total
flow that is weaving, must be less than 0.45 for a three-lane section and
0.35 for a four-lane section. |
|
The total length of the weaving section must be less
than 2,500 feet, or the section should be considered only as unconnected
merge and diverge (ramp junctions) points. |
If your data are outside of these limits, it may imply
that poor operations will result and that local queuing should be expected.
Why are these weaving sections considered to be Type A weaves? The weaving section type is based on the number of lane
changes that each of the
weaving traffic streams must make in order to reach their final destination. In both of the cases here,
each weaving traffic stream must make one lane
change to reach its desired destination. For more discussion of
the nature of the weaving traffic in the segments we are evaluating, refer to
Exhibit 4-20
(Weave A),
Exhibit 4-21,
(Weave B), and
Exhibit 4-22
(Weave C).
What measures of effectiveness are used to evaluate the
performance of a weaving section? Typically, the weaving analysis procedure is used to
determine the level of service of the section, the number of lanes required
to meet a specified level of service, the required length of the weaving
section to meet a given level of service, or the type of weaving section
configuration required to meet a given level of service. An
operational analysis will produce the level of service, while a design
analysis can be used to produce the other three outputs. For a weaving
section, the level of service is defined by the traffic
density.
What is meant by the terms "constrained operation" and
"unconstrained operation?" 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).
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Sub-problem 2b