Title
Conduct a Public Hearing to Consider/Discuss/Act on an Amendment to the Capital Improvements Plan for Utility Impact Fees and the Imposition of Updated Utility Impact Fees; and Accompanying Ordinance
Summary
COUNCIL GOAL: Operational Excellence
MEETING DATE: February 7, 2017
DEPARTMENT: Development Services - Planning Department
CONTACT: Jennifer Arnold, Planning Manager
Gary Graham, PE, PTOE, CIP and Traffic Engineering Manager
RECOMMENDED CITY COUNCIL ACTION:
• Approval of the Ordinance.
ITEM SUMMARY:
• The proposed amendment to the Utility Impact Fee Ordinance is to update the Capital Improvements Plan for Utility Impact Fees (Exhibit B of the Ordinance), the maximum accessible utility impact fee (Schedule 1 of the Ordinance), and the actual water and wastewater impact fees charged (Schedule 2 of the Ordinance) to account for recent changes in city practice.
• As of mid-2016, the City no longer issues 1½” water meters. As well, the city no longer issues compound meters or turbine meters and now only issues multi-jet (simple) meters and ultrasonic meters. These changes have a direct impact on the assessment of utility impact fees.
• In general, the decision to discontinue using 1½” meters was made to improve efficiency within the utility infrastructure system by requiring the most appropriately-sized meter for different users. Similarly, compound and turbine meters have been replaced by ultrasonic meters, which have higher efficiencies in flow and design and are less costly to the city.
• However, since utility impact fees are assessed and charged based on meter size and meter type, this change in city practice necessitates a modification to the Utility Impact Fee Ordinance to incorporate the new and discontinued meters.
• As such, Staff recommends an update to the Capital Improvements Plan for Utility Impact Fees (Exhibit B of the Ordinance) to include ultrasonic meters in the calculation of maximum accessible impact fees. More information related to the methodology used in calculating maximum accessible impact fees can be found in the Background Information section of this agenda item.
• Staff also recommends an amendment to Schedule1 (maximum accessible utility impact fee) and Schedule 2 (actual water and wastewater impact fees charged), based on the updated calculation found in the Capital Improvements Plan for Utility Impact Fees.
• A summary table of the resulting fee changes is below. The proposed fee changes will only be applicable to Table D of Schedules 1 and 2, which corresponds to projects platted on or after November 2013 (per the 2013 Utility Impact Fee Ordinance).
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BACKGROUND INFORMATION:
• Water and Wastewater Impact Fees (collectively referred to as Utility Impact Fees) are assessed and charged in accordance with Chapter 130, Article II of the McKinney Code of Ordinances. The fee amounts included in Chapter 130 were established by Ordinance No. 2013-11-109 (and as amended by Ordinance 2013-12-118) as part of the 2012-2013 Impact Fee Update.
• As required by State Law, the methodology for determining the maximum assessable fee allowed for utility impact fees can be found in the Capital Improvements Plan for Utility Impact Fees (Exhibit 2 of Ordinance 2013-11-109).
• In general, the maximum assessable impact fee is calculated by taking the total projected cost of new utility infrastructure over a 10-year period divided by the total projected service consumption expected over the same 10-year period times 50 percent. Section F of the Capital Improvements Plan for Utility Impact Fees outlines this calculation and resulting fees.
• The maximum assessable impact fee is then applied to a ratio (service unit equivalent) based on meter size and meter type, in order to determine the actual impact fee that can be charged for different water and wastewater infrastructure. Section F of the Capital Improvements Plan for Utility Impact Fees outlines this calculation and resulting fees.
• Given the changes in meters issued by the City, it became necessary to modify the “total projected service consumption expected over the 10-year period” (i.e. flow rates) because the new ultrasonic meters provide a better efficiency of flow, thus affecting this variable in the calculation.
• It is important to note that none of the policy, growth projections, or infrastructure projects included in the 2012-2013 Utility Impact Fee Update have changed due to this minor modification to the calculation.
• As required by State Law, a 30-day Legal Notice for the February 7, 2017 Public Hearing has been posted in the McKinney Courier-Gazette and the Celina newspaper.
• With the anticipated completion of the ONE McKinney 2040 Comprehensive Plan Update, Staff expects to launch a major update to the Roadway and Utility Impact Fee Ordinances in late 2017.
BOARD OR COMMISSION RECOMMENDATION:
• The Planning and Zoning Commission, serving as the Capital Improvements Advisory Committee (CIAC), is required to provide written comments to the City Council prior to Council action on any amendments to the Capital Improvements Plan for Utility Impact Fees or any impact fee amendments.
• The minutes of the January 10, 2017 Planning and Zoning Commission meeting are attached to this item and serve as the written comments for consideration of the proposed amendment.