Problem 2:
Planning Methodology or
Service Volume Table Application
Printable Version
The HCM conceptual chapters (Chapter 10 for arterials and
Chapter 12 for highways) provide tables of service volumes that were
developed from the full computational procedures using default values for
the operating parameters. In this problem, we will apply the tables to
determine a rough estimate of the LOS for the three facilities defined by
the north, middle, and south sections of Krome Avenue, respectively. As an
additional exercise, we will project the volumes using assumed growth rates
to determine the year in which the volumes will cross the higher LOS
thresholds.
Before beginning this problem it is important to realize
that the tables we will be using derive from a number of specific
assumptions. The tables were originally intended to serve as examples only,
and so they are unlikely to give accurate results if real-world conditions
vary significantly from the assumptions that are an inherent part of those
tables. This problem offers an opportunity to demonstrate how the tables can
be used in situations where actual conditions approximate the underlying
assumptions.
The following sub-problems are included in Problem 2. Each
sub-problem deals with a separate section of Krome Avenue.
Sub-problem 2a.
North Section (Class I Two-lane Highway)
Sub-problem 2b.
Center Section (Class I or II Two-lane Highway)
Sub-problem 2c.
South Section (Class I Signalized Arterial)
Each of these sub-problems will
be discussed separately. [
Back ]
to Sub-Problem 1c
[ Continue
] to Problem 2a |
Page Break
Sub-problem 2a: Analysis of the North Section of Krome Avenue (Class I
Two-Lane Highway Facility)
Step 1. Setup
In this problem we will perform a planning analysis on the
north section of Krome Avenue, treating the facility as a two-lane
highway. There are several assumptions that must be made in order to
determine the operational characteristics of the roadway, even on a planning
level. Because of these assumptions, and also in part due to the
general categorization of the the roadways, this planning analysis will need
to be further refined as the information becomes available.
Consider the following questions:
|
What information is gained by performing a planning
analysis? |
|
What assumptions are used in the
service volume tables? |
|
What level of confidence do the results carry? |
Discussion:
Take
a few minutes to consider these questions. Click continue when you are
ready to proceed. [ Back ] [
Continue
] with Sub-Problem 2a |
Page Break
Sub-problem 2a: Analysis of the North Section of Krome Avenue (Class I
Two-Lane Highway Facility)
Step 1. Setup
Now let's review each of these questions
and how they are important to this analysis.
What information is gained by performing a planning
analysis?
The example service volume table (HCM Exhibit 12-15) will
be applied to this roadway facility to estimate the LOS for planning
purposes. Because of the assumptions and approximations that support this
exhibit, the HCM suggests that the
results should not be used for operational analysis or final design.
What assumptions are used in the
service volume tables?
The service volumes for LOS A-E are given in HCM Exhibit 12-15 as a function
of the
free-flow speed (45-65 mph) and the type of terrain (level, rolling
or mountainous). The terrain is very flat as is typical for all coastal
Florida highways. The free flow speed for this facility has been determined
from field observations as 55 mph. The design hour volume has been
determined from field observations as 1,110 vph.
What level of confidence do the results carry?
The results of the analysis carried out in this sub-problem is a function
of the changes that occur over the planning horizon for the analysis.
Considering the potential for development previously cited, it is likely
that the level of confidence for our analysis is low.
[ Back ] [ Continue
] with Sub-Problem 2a |
Page Break
Sub-problem 2a: Analysis of the North Section of Krome
Avenue (Class I Two-lane highway Facility)
Exhibit 3-13. North Section
Planning Level Estimation Based on HCM Exhibit 12-15 Assumptions |
Terrain |
Level |
Posted Speed |
N/A |
Free Flow Speed |
55 |
Directional Split |
60/40 |
Percent Trucks |
14 |
Percent RV's |
4 |
Percent No Passing |
20 |
Design Hour Volume |
1,110 |
|
Table Thresholds: |
LOS A |
--- |
LOS B |
330 |
LOS C |
870 |
LOS D |
1,460 |
LOS E |
2,770 |
Step 2. Results
Exhibit 3-13 shows the results of this analysis. The LOS thresholds are
taken from the portion of the table that applies to level terrain with a
free-flow speed of 55 mph. Note that the absence of a threshold entry for
LOS A indicates that it is not possible to attain LOS A with a free flow
speed of 55 mph.
The estimated LOS for this section is D, because the design-hour volume (1,110 vph) exceeds the LOS C threshold (870 vph) but falls below the LOS D
threshold (1,460 vph).
HCM Exhibit 12-15 may also be used to project the year in which a given LOS
would be exceeded. To illustrate this process, let’s determine how many
years in the future we would expect the operation to pass from LOS D to LOS
E. In other words, we must determine when the volume will increase from
1,110 to 1,460 vph.
The annual growth rate for this highway has been determined to be in the
range of 2.4%. At this rate, applying the compound interest formula, we can
determine that the volumes will cross the LOS D threshold approximately 12
years in the future.
How useful is a LOS projection based on service volume
tables? The projections are based on solid mathematics, but they are also
predicated on the assumption that none of the operating parameters
(directional split, heavy vehicle percentage, etc.) will change in the
future. Therefore, the validity of the projections will be somewhat
sensitive to factors such as future roadside development that could shift
the table thresholds by lowering the free flow speed. The accuracy of
projections of this type is limited by the operating parameters which, in
this case, are likely to change over the next ten years. In other words, the
operating parameters have a significant impact on the assumptions that are
used to create the service volume tables.
Based on
our calculations, our estimated level of
service is D.
In this sub-problem we
have produced an estimate of the LOS for the facility defined by the north section of Krome Avenue,
assuming that it operates with the characteristics of typical two-lane
highways of the same class. In sub-problem 3a, we will examine the
assumptions and substitute observed values to apply the more detailed
operational procedures described in Chapter 20 of the HCM. [ Back ] [ Continue
] to Sub-Problem 2b |
Page Break
Sub-problem 2b: Analysis of the Center Section of Krome Avenue (Class
I or II Two-lane Highway Facility)
Step 1. Setup
In this problem we will perform a planning analysis on the
facility defined by the center section of Krome Avenue. In this section of
Krome Avenue, the
roadway has characteristics of both a
Class I and a
Class II facility. Since HCM Exhibit 12-15 provides an estimate only for Class I Facilities, we
will have to rely on another method to analyze this facility. How do you
think the speed of the roadway (5 mph lower than the northern section) and
the volume (higher than the northern segment) will affect the operations
along this facility?
Discussion:
Take
a few minutes to consider how the
designated class might affect the results. Click continue when you are ready
to proceed.
[ Back ] to sub-problem 2a [ Continue
] with Sub-Problem 2b |
Page Break
Sub-problem 2b: Analysis of the Center Section of Krome Avenue (Class
II Two-lane Highway Facility)
Step 2. Results
It was determined in Problem 1 of this case study that the facility defined
by the center section of Krome Avenue has some of the characteristics of a Class I and Class II facility and
should ideally be investigated using both classes. It must be noted,
however, that HCM Exhibit 12-15 provides service volume estimates only for
Class I facilities, so the option of a Class II facility cannot be
determined using HCM Chapter 12.
This sub-problem will be carried out in the same manner as sub-problem 2a, using the service volumes
for LOS A-E given in HCM Exhibit 12-15 as a function of the free-flow speed
(45-65 mph) and the type of terrain (level, rolling, or mountainous). The
terrain is very flat as is typical for all coastal Florida highways. The
free flow speed for this facility has been determined from field observations
as 50 mph, which is 5 mph lower than the value used in sub-problem 2a. The
design hour volume has been determined from field observations as 1,190 vph,
which is 90 vph higher than the sub-problem 2a
volume. The combination of a lower free-flow speed (which produces lower
service volume thresholds) and higher traffic volumes suggests that the
performance of this facility will not be as good as the facility defined by
the north section
of Krome Avenue discussed in sub-problem 2a. The question
at this point is whether or not the difference will be great enough to cross
the LOS D threshold.
The following table shows the results of this analysis. The LOS thresholds
are taken from the portion of the table that applies to level terrain with a
free-flow speed of 50 mph. Note that the absence of a threshold entry for
LOS A and B indicates that it is not possible to attain either LOS A or B
with a free flow speed of 50 mph. [ Back ] [
Continue
] with Sub-Problem 2b |
Page Break
Sub-problem 2b: Analysis of the Center Section
of Krome Avenue (Class I Two-lane Highway Facility)
The estimated LOS for this facility is E because the design-hour volume
(1,190 vph) exceeds the LOS D threshold (1,000 vph) but falls below the LOS
E threshold (2,770 vph).
It was pointed out in
sub-problem 2a that HCM Exhibit 12-15 may also be used to project
the year in which a given LOS would be exceeded. We will not repeat those
computations here because the LOS D threshold has already been exceeded.
In this sub-problem, we have produced an estimate of the LOS for the
facility defined by the center
section of Krome Avenue, assuming that it operates with the characteristics
of typical two-lane highways of the same class. In
sub-problem 3b we will examine the assumptions and substitute
observed values for this facility to apply the more detailed operational
procedures.
Based on Exhibit 3-14, this section of Krome Avenue operates near
LOS E.
Exhibit 3-14. Center Section Planning Level Estimation Based on HCM
Exhibit 12-15 Assumptions |
Terrain |
Level |
Posted Speed |
45-50 mph |
Free Flow Speed |
50 mph |
Directional Split: |
60/40 |
Percent Trucks |
14 |
Percent RV’s |
4 |
Percent No Passing |
20 |
Design Hour Volume |
1,190
vph |
Table Thresholds |
LOS A |
--- |
LOS B |
--- |
LOS C |
330 |
LOS D |
1,000 |
LOS E |
2,770 |
Estimated LOS |
E |
[
Back ] [
Continue
] to Sub-Problem 2c |
Page Break
Sub-problem 2c: Analysis of the South Section of Krome Avenue (Class I
Signalized Arterial Facility)
Step 1. Setup
In this problem we will perform a planning analysis on the
facility defined by the south section of Krome Avenue, treating the facility as a Class I
Signalized Arterial. What do you think the general assumptions used in
the HCM are?
Consider:
|
What information is gained by performing a planning
analysis? |
|
What assumptions are made when performing an operations
analysis on a signalized intersection? |
|
What is the effect of cycle length on
our analysis? |
Discussion:
Take
a few minutes to consider these questions. Click continue when you are
ready to proceed. [
Back ] [ Continue
] with Sub-Problem 2c |
Page Break
Sub-problem 2c: Analysis of the South Section of Krome Avenue (Class I
Signalized Arterial Facility)
The
facility defined by the south section of Krome Avenue was determined in
Problem 1 to be a Class I
signalized arterial. We must therefore switch chapters from the
previous two sub-problems to analyze this facility as an arterial. The planning level
procedures for signalized arterial facilities are presented in Chapter 10 of
the HCM. Let's
review each of these questions and how they are important to this analysis.
What information is gained by performing a planning
analysis?
Specifically, HCM Exhibit 10-7 gives the estimated service volumes as a
function of arterial class and number of lanes in each direction. Because of the assumptions and approximations that support this exhibit, the HCM
suggests that the results should not be used for operational analysis or
final design.
What assumptions are made when performing an operations
analysis on a signalized intersection?
Exhibit 3-15 summarizes the assumptions
and LOS parameters used in
this analysis. The LOS
thresholds are taken from the portion of the table that applies to Class I
arterials with one lane in each direction. Note that the absence of a
threshold entry for LOS A and B indicates that it is not possible to attain
either LOS A or B with a free flow speed of 55 mph. Be sure to pay special
attention to the
turns-from-exclusive-lanes parameter, because this is something that is
frequently overlooked or misunderstood.
What is the effect of
cycle length on our analysis? For the purpose of our analysis, we have
assumed a consistent cycle length of 110 seconds. The HCM suggests
that the cycle length may be increased to provide additional capacity at the
intersections. Local signal timing policies should be considered to
determine whether an increased cycle length is practical. Another approach
to consider is to increase the effective g/c ratio for the arterial through
movement during the peak periods, allowing over-capacity conditions on the
less critical intersecting streets. Queue storage concerns must be carefully
weighed in these instances.
[ Back ] [ Continue
] with Sub-Problem 2c |
Page Break
Sub-problem 2c: Analysis of the South Section of Krome Avenue (Class
I Signalized Arterial Facility)
Step 2. Results
The estimated LOS for the facility defined by this section is B, because the design-hour volume (812 vph) falls below the upper limit of the LOS B threshold (860 vph). There is
no LOS A threshold given in Exhibit 10-7 for any class of facility,
indicating that LOS A is never attainable under any circumstances.
Exhibit 3-16. LOS Estimation Table Thresholds |
LOS A |
--- |
LOS B |
860 |
LOS C |
930 |
LOS D |
1,020 |
LOS E |
1,130 |
Design Hour Volumes: |
812 |
Estimated LOS: |
B |
Does the absence of a threshold in Exhibit 10-7 suggest
that LOS A does not exist for signalized arterials? To answer this
question, we must refer to the assumed operating parameters upon which the
service volumes are based. We can see immediately that the operation could
be improved by making more favorable assumptions for nearly all of the
parameters. For example, we could increase the saturation flow rate or the
effective g/c ratio. By making our assumptions more favorable, we could
very well achieve LOS A. What HCM Exhibit 10-7 is telling us is that LOS A
is difficult to achieve on typical signalized arterials with average
conditions.
In this sub-problem,
the estimates of the LOS for the facility defined by the south section of Krome
Avenue have been produced assuming that it operates with the characteristics of typical
signalized arterials of the same class. In sub-problem 3c, we will examine the assumptions and substitute observed
values for this facility to apply the more detailed operational procedures.
[ Back ] [ Continue
] with Sub-Problem 2c |
Page Break
Sub-problem 2c: Analysis of the South Section of Krome Avenue (Class I
Signalized Arterial Facility)
Sensitivity Analysis
Using an established growth rate of 2.4%, we can now project the years in
which the traffic volumes will cross the various LOS thresholds. Based on
these volume projections, we can estimate that:
|
LOS B is the
existing condition. |
|
LOS C will be
reached in three years. |
|
LOS D will be
reached in six years. |
|
LOS E
will be reached in eleven years. |
Note that these projections assume no changes in any of the operating
parameters within the timeframe of this analysis. It must be
recognized that some of the parameters could change as a result of increased
traffic volumes. For example, the g/c ratios could be reduced if protected
left-turn phases are required on approaches that currently have no protected
left turns.
Summary Discussion
As pointed out at the beginning of this problem, it is
important to realize that the planning tables we applied here were created
on the basis of some very specific assumptions about traffic
characteristics. The tables were originally intended to serve as examples
only within the HCM, and so it is important for the user to remember that
they are unlikely to give accurate results if real-world conditions vary
significantly from the inherent underlying assumptions. Even so, this
problem offered an opportunity to demonstrate how the tables can be used in
situations where actual conditions approximate the underlying assumptions.
[
Back ] [
Continue ] to Problem 3 |
|