Speed Analysis
The speed limit on Armour Road is 25 MPH. The 25 MPH speed limit is important for the safety of people walking along Armour Road as well as for drivers of motor vehicles; the faster a motor vehicle is traveling before a crash, the more likely a person walking or biking will be injured or killed. More information about speed and the risk of injury or death is available in this report from the AAA Foundation.
Several speed studies were conducted on Armour Road to determine the speed of motor vehicles after the complete street improvements were completed: two by the NKC Police Department (December 2019-January 2020 and March 2020) and one by the city's engineer (July 2020).
The speed studies from the Police Department measured average speeds of 27 MPH near Fayette and 30 MPH near Knox. These studies, which were conducted over a 24-hour period, also recorded a significant number of drivers exceeding 45 MPH on Armour Road.
Armour Rd & Knox St
|
25
|
30
|
36
|
26-35
|
56%
|
Armour Rd & Fayette St
|
25
|
27
|
31
|
23-32
|
77%
|
The City's engineer conducted a spot speed study between Iron and Knox Streets. The average speed was found to be 29 MPH.
Armour Road (Westbound and Eastbound)
|
25
|
22
|
38
|
29
|
28
|
27
|
32
|
24-34
|
94.80%
|
The City's engineer also analyzed traffic citations issued by the NKC Police Department before and after construction, including both citations for speeding and citations for trucks bypassing the truck route and illegally using Armour Road. Citation data is not a complete indication of driver behavior as many factors go into whether or not a ticket is issued if a driver is pulled over. However, the citations issued corroborate anecdotal evidence that there has been a dramatic reduction in trucks illegally using Armour Road and that drivers are more closely complying with the speed limits as seen in the speed study.
Truck Route
|
10
|
11
|
11
|
21
|
12
|
6
|
71
|
Speeding
|
12
|
7
|
8
|
9
|
12
|
11
|
59
|
Truck Route
|
12
|
5
|
3
|
1
|
1
|
1
|
23
|
Speeding
|
10
|
13
|
3
|
5
|
12
|
2
|
45
|
Crash data
The City's engineer conducted a crash analysis to compare before and after construction crash activity to determine the effectiveness of the Armour Road Complete Street project in improving safety. Before construction began on Armour Road, between January 1, 2018 to May 31, 2019 (seventeen months), there were a total of 101 crashes along Armour Road from Fayette Street to Ozark Street including 20 injury crashes and 81 property damage only crashes. After construction ended, between September 15, 2019 and July 15, 2020 (10 months), there were a total of 56 crashes along Armour Road including 9 injury crashes and 47 property damage only crashes. Injury crashes on Armour Road decreased by about 24% and property damage only crashes decreased by about 1%.
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)
Traffic observations were conducted at two intersections on Armour Road to determine volumes and traffic movements for a typical weekday and typical weekend. Observations included through movements and turning movements for cars, trucks, buses, bicycles on the road, bicycles on the sidewalk, and pedestrians on the sidewalk. 2020 observations, which were conducted in June 2020, were compared to 2019 observations, which were conducted in May 2019.
Traffic observations were completed at Iron Street, in the heart of the Complete Street project, and at Swift Street, outside the area of the Complete Street improvements. Both sets of data are presented here for comparison. In general, the observations found increasing numbers of people riding bicycles and declining numbers of people walking and of motor vehicles, at both Iron Street and at Swift Street.
The charts below show traffic "On Armour;" for "Through Intersection" traffic counts, which include all traffic, including traffic making a turn and through traffic on the intersecting street, please see the full Traffic Observations memo.
Armour & Iron - Weekday
![Armour-Iron Weekend Bicycles Armour-Iron Weekend Bicycles](http://p1cdn4static.civiclive.com/UserFiles/Servers/Server_2375230/Image/Departments/Community%20Development/Current%20Projects/Armour-Iron-Weekday.JPG)
![Armour/Iron Weekday Pedestrians Armour/Iron Weekday Pedestrians](http://p1cdn4static.civiclive.com/UserFiles/Servers/Server_2375230/Image/Departments/Community%20Development/Current%20Projects/Armour-Iron-Weekday-Ped.JPG)
Armour & Iron - Weekend
![Armour/Iron Weekend Bicycles Armour/Iron Weekend Bicycles](http://p1cdn4static.civiclive.com/UserFiles/Servers/Server_2375230/Image/Departments/Community%20Development/Current%20Projects/Armour-Iron-Weekend.JPG)
![Armour/Iron Weekend Pedestrians Armour/Iron Weekend Pedestrians](http://p1cdn4static.civiclive.com/UserFiles/Servers/Server_2375230/Image/Departments/Community%20Development/Current%20Projects/Armour-Iron-Weekend-Ped.JPG)
Armour & Swift - Weekday
![Armour/Swift Weekday Bicycles Armour/Swift Weekday Bicycles](http://p1cdn4static.civiclive.com/UserFiles/Servers/Server_2375230/Image/Departments/Community%20Development/Current%20Projects/Armour-Swift-Weekday.JPG)
![Armour/Swift Weekday Pedestrians Armour/Swift Weekday Pedestrians](http://p1cdn4static.civiclive.com/UserFiles/Servers/Server_2375230/Image/Departments/Community%20Development/Current%20Projects/Armour-Swift-Weekday-Ped.JPG)
Armour & Swift - Weekend
![Armour/Swift Weekend Bicycles Armour/Swift Weekend Bicycles](http://p1cdn4static.civiclive.com/UserFiles/Servers/Server_2375230/Image/Departments/Community%20Development/Current%20Projects/Armour-Swift-Weekend.JPG)
![Armour/Swift Weekend Pedestrians Armour/Swift Weekend Pedestrians](http://p1cdn4static.civiclive.com/UserFiles/Servers/Server_2375230/Image/Departments/Community%20Development/Current%20Projects/Armour-Swift-Weekend-Ped.JPG)
In July 2020, the City's engineer conducted a travel time study along the Armour Road corridor to determine the amount of time required to traverse from Burlington Street to Ozark Street for both the westbound and eastbound movements. Data was collected between 4:30pm to 5:30pm. Previous travel time studies had been conducted in similar manners in May 2017 and October 2019. This data was used to compare to the peak hour travel times.
The chart below includes the travel time measured pre-construction, just after construction was completed but before the traffic signal timing was optimized, and after construction once the traffic signals had been optimized. The table shows that travel times have not varied widely throughout the project. Current measured travel times on Armour Road are approximately 25% shorter than the measured travel times before the Armour Road Complete Street project was implemented. Even if traffic volumes increased to pre-COVID-19 levels, it is expected that travel times would remain in the three to four-minute time range.
![](data:image/png;base64,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)
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)