On March 14, 2023, the United States Environmental Protection Agency (EPA) announced its proposed National Primary Drinking Water Regulation (NPDWR), which would establish legally enforceable levels, called Maximum Contaminant Levels (MCLs), for six PFAS in drinking water. These PFAS chemicals are:
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)
EPA described the proposed MCL of 4 ppt for PFOA and PFOS to be the “lowest feasible level” for which PFOA and PFOS can reliability be measured and removed from drinking water. EPA has also proposed using a “Hazard Index” score as an MCL for a combination of four PFAS compounds - PFHxS, GenX chemicals, PFNA and PFBS. This is the first time that a hazard index approach is being proposed as a federal drinking water MCL standard. In short, a Hazard Index considers how toxic each of the four PFAS are and then uses a site-specific determination based on the specific drinking water concentrations (i.e., the calculation gets complicated).
Maximum Contaminant Level Goals (MCLGs)
EPA is also proposing health-based, non-enforceable Maximum Contaminant Level Goals (MCLGs) for these six PFAS. An MCLG is the level of a contaminant in drinking water at which EPA has determined no known or anticipated negative health effects occur and which allows an adequate margin of safety. The proposed MCLG for PFOA and PFOS is zero, and the MCLG for the other four PFAS compounds is the same as the MCL - a Hazard Index score of 1.0. While not enforceable, MCLGs could be referenced in future regulatory efforts at both federal and state levels.
What the Proposed Rule Would Require
The proposed rule would require all community water systems and non-transient, non-community water systems to conduct initial monitoring within 3 years after the rule’s promulgation. Depending on size and source water, systems must conduct initial monitoring either twice or quarterly during a 12-month period. In addition to monitoring, the proposed rule would require public water systems to notify the public of the levels of these six PFAS and reduce the levels of these same chemicals in drinking water if they exceed the proposed MCL standards.
Timing and Public Comment Period
The proposed PFAS NPDWR does not require any actions until it is finalized. As per the Safe Drinking Water Act (SDWA), EPA is required to promulgate a final rule within 18 months after the proposed rule. EPA anticipates finalizing the regulation by the end of 2023.
When the proposed rule is published in the Federal Register there will be a 60-day public comment period. We expect to see comments and potential challenges to the rule regarding the estimated/proposed costs of implementation, EPA’s decision to make preliminary regulatory determinations for PFHxS, PFNA, PFBS and GenX within the context of the proposed rule, and EPA’s scientific justification regarding the proposed MCLs and use of the Hazard Index approach to set MCLs.
Impact on State MCLs
Although many states have already established MCLs or similar restrictions on PFAS in drinking water, no state has promulgated an MCL as low as EPA’s proposed 4 ppt for PFOA and PFOS. Therefore, when finalized, the SDWA requires states to promulgate MCLs that have a standard at least as stringent as the final NPDWR. The process for getting federal MCLs through a state rulemaking process would be covered by each state’s administrative process. For example, it is expected that EPA’s MCLs will not take effect in Wisconsin until three years after a federal MCL is finalized.
Are you Prepared?
This action is included in EPA’s “PFAS Strategic Roadmap” announced in October 2021. Michael Best will continue to track rulemaking, funding, and other PFAS regulatory efforts at EPA and beyond. The environmental team at Michael Best has experience advising clients on PFAS-related issues. If you have any questions or concerns about how EPA’s proposed drinking water regulations may impact your facility, please contact your Michael Best attorney or any of the authors listed here.