The approved ordinance for the Transportation Safety & Investment Plan (Measure X) defines the requirements for the use of local road maintenance, pothole repair and safety funds. It includes a requirement for each jurisdiction to have a pavement management program. "Each city and the County of Monterey shall develop, or participate in the development of by TAMC, a pavement management program. They shall submit regular reports on the conditions of their streets, to ensure timely repairs and keep the public informed. Development of the pavement management program by TAMC is eligible to be funded out of this program prior to distribution of funds to the cities and the County." The Measure X funding agreement includes requirements that jurisdictions must complete the following pavement management program tasks:
- Review and update the pavement information for all roads every two years.
- Re-inspect pavement conditions of arterials and collector streets every three years.
- Re-Inspect pavement conditions of residential streets and local/rural roads every six years, unless otherwise approved by the Transportation Agency.
In order to receive Measure X funds, the cities and the County shall utilize a pavement management program and submit regular reports on the conditions of their streets, to ensure timely repairs and keep the public informed. The pavement management program should utilize an approved software-based tool for analyzing pavement conditions and report findings on rehabilitation/maintenance strategies based on funding levels. The pavement management program used by the jurisdiction must contain, at a minimum, the following features:
- Store the inventory all roadways within a jurisdiction (in a compatible database with other jurisdictions).
- Assess the condition of the roadways (based on seven distresses and three severity levels).
- Provide the current PCI for the roadways (as per ASTM D6433). It is important to note that the StreetSaver and Micropaver software programs meet this requirement.
- Identify all pavement sections needing maintenance, rehabilitation, or replacement.
- Calculate budget needs for maintenance, rehabilitation or replacement of deficient pavement sections (for the current year and the next three years at various overall condition levels).
- Develop maintenance strategies for the most cost effective level of maintenance or repair appropriate at the time of the inspection.
- Generate pavement management program reports (in various formats).
Pavement condition is primarily affected by the climate, traffic loads and volumes, construction materials and age. The pavement management program examines the overall condition of the street network and highlights options for improving the network’s pavement condition by conducting "what if" analyses. The main data point used in this analysis is called the pavement condition index (PCI). A PCI is calculated for each roadway segment surveyed, and then these survey results are used to calculate a weighted average PCI score for the entire roadway network for that jurisdiction. The PCI score is categorized by the pavement condition per the following table:
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)
In February 23, 2018 the Transportation Agency hired the consulting firm NCE to assist local jurisdictions prepare a pavement management program. Attached is the NCE report that records the results of the 2018 pavement management program for the local jurisdictions that participated in this effort. The following table summarizes the pavement management data for the jurisdictions that participated in the NCE project:
![](data:image/png;base64,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)
The countywide local street/road network evaluated by NCE represents 1,345 centerline miles with an estimated replacement cost approaching $1.4 billion. This can be viewed as the value of the pavement network and is the amount needed to fund reconstruction of the entire pavement network. This value does not include related infrastructure assets such as sidewalks, signals, markings, or signs. The weighted average pavement condition of roads in Monterey County evaluated by NCE is calculated to be 52 which is considered "fair" condition. This compared to the statewide average PCI 65 which is also considered "fair" condition. The remaining service life for the roads evaluated by NCE was reported to be 10 years, and this is an estimate to when the average pavement is expected to reach failed conditions (PCI<25).
Some agencies in Monterey County decided to develop their own pavement management program and reported the following data to the Transportation Agency to meet their Measure X requirements:
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)
Local agencies are also asked to submit pavement conditions as part of a statewide effort that is reported annually as the California Statewide Local Streets and Roads Needs Assessment that was prepared by NCE. The following data illustrates the different pavement conditions reported to the Transportation Agency as well as the data received by NCE to prepare the statewide report. The table also includes the report prepared by the Regional Transportation Planning Agency. There are some discrepancies in the data that make it difficult to conduct a formal trend analysis.
![](data:image/png;base64,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)
To assist local jurisdictions meet their ongoing pavement management program requirements, the Transportation Agency staff is in the process of procuring a consultant to provide services available for those agencies selecting to participate. Other jurisdictions must submit their own pavement management program in order to meet Measure X requirements.