Special Notice / Hearing: None__
Vote Required: Majority
To: Honorable Board of Supervisors
From: Carolyn Bloede, Director, Office of Sustainability
Subject: County of San Mateo 2020 Government Operations Climate Action Plan: Pathway to Carbon Neutrality
RECOMMENDATION:
title
Adopt a resolution approving the County of San Mateo 2020 Government Operations Climate Action Plan: Pathway to Carbon Neutrality.
body
BACKGROUND:
County staff have prepared an update to the Government Operations Climate Action Plan (GOCAP) that was first adopted in 2012 (Resolution No. 072149). The 2020 GOCAP outlines a comprehensive strategy for reducing greenhouse gas (GHG) emissions from County operations to achieve carbon neutrality by 2035. Carbon neutrality requires reducing GHGs in government operations by 100% from the 2005 baseline, which was the first year the County completed a GHG emissions inventory. Since the adoption of the 2012 GOCAP, the State has adopted two landmark policies calling for accelerated climate action including Senate Bill 32 in 2017, which established a statewide GHG emissions reduction target of 40% below 1990 levels by 2030. In 2019, the State passed Executive Order B-55-18 to achieve carbon neutrality statewide before 2045.
In 2019, the County declared a Climate Emergency (Resolution No. 076887) to address the harmful impacts of climate change that the County is experiencing, including rising temperatures, heatwaves, wildfires and hazardous air quality, extreme storms, sea level rise, and coastal erosion. These climate impacts are most acutely felt by children, older adults, those with pre-existing physical and mental conditions, communities of color, and residents with unstable economic or housing situations. To protect County residents, especially those most vulnerable to the impacts of climate change, the County strives to demonstrate leadership to accelerate climate action by achieving carbon neutrality in its own operations.
DISCUSSION:
The GOCAP charts a pathway for the County to reduce emissions from government operations by 80% below 2005 levels by 2030 and to achieve carbon neutrality, a 100% reduction from 2005 levels, by 2035. The primary sources of GHG emissions generated by government operations are from the combustion of natural gas in buildings and facilities (44.5%) and the use of gasoline in vehicles from employee commutes (41.8%) and from County vehicle fleet (12.7%). The GOCAP focuses on the following key emission reduction strategies:
• Electrify County buildings - Replace natural gas-powered equipment in buildings to electric equipment powered by 100% renewable electricity, upon burn out or end of life.
• Reduce employee commute emissions - Provide commute incentives and alternatives to single occupant gas vehicles including teleworking, public transit, electric vehicles, walking, biking, and carpooling.
• Purchase zero-emission fleet vehicles - Transition gas powered vehicles for zero-emission models including electric and fuel-cell vehicles.
Key strategies of the 2020 GOCAP with associated emissions reduction:
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*Metric tons of carbon dioxide equivalent (MTCO2e) quantifies the global warming potential of all GHGs with one standard unit.
The above strategies would result in an 85% reduction in 2005 emissions by 2035. The GOCAP provides additional necessary actions to further reduce the remaining 15% of emissions, including increasing water efficiency and reducing waste. Any remaining emissions that are not mitigated through these strategies can be captured through carbon sequestration, which is the capture and storage of carbon in natural sinks such as soil, trees, and land.
FISCAL IMPACT:
Many of the GOCAP actions will be low, no-cost, or will result in cost-savings however implementation of the GOCAP will require a financial investment by the County. Specific funding needs for the key strategies will be determined as part of the implementation process and will be requested through the FY 2021-23 Recommended Budget process.
ATTACHMENTS:
A. 2020 Government Operations Climate Action Plan: Pathway to Carbon Neutrality
B. Supplemental Findings and 2017 Greenhouse Gas Emissions Inventory