Figure 3.2: The riparian rights doctrine provides landowner A with access and withdrawal rights to the river. Landowner B has no riparian rights. ![](data:image/png;base64,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) Source: Answers.com riparian owner definition. Available online at http://www.answers.com/topic/riparian-owner.
The doctrine of riparian rights limits landowners to withdraw for “reasonable use.” However, the reasonable use definition varies based on state law. In at least two Marcellus play states (New York and Pennsylvania), withdrawals from major water bodies are coordinated by river basin commissions. The Delaware River Basin Commission (DRBC) coordinates withdrawals from the Delaware River in eastern New York and Pennsylvania (Figure 3.3). Likewise, the Susquehanna River Basin Commission (SRBC) coordinates withdrawals from the Susquehanna River in east-central New York and Pennsylvania (Figure 3.4). The SRBC could also coordinate withdrawals for gas companies operating in western Maryland, though withdrawn water would need to be transported from eastern Maryland or southeastern Pennsylvania.
Figure 3.3: The Delaware River Basin Commission coordinates withdrawals
from the Delaware River in eastern New York and Pennsylvania.
Source: Delaware River Basin Commission. Available online at http://www.state.nj.us/drbc/naturalgas.htm
Figure 3.4: The Susquehanna River Basin Commission coordinates withdrawals
from the Susquehanna River in east-central New York and Pennsylvania.
Source: Susquehanna River Basin Commission, Available online at http://www.srbc.net/atlas/downloads/BasinwideAtlas/PDF/1151_SRBC_Counties.PDF
The SRBC and DRBC must review and approve any project proposing to withdraw 100,000 gallons per day (GPD) or more (based on a 30-day average) from surface waters or groundwater.180,181 In addition, the SRBC must authorize consumptive use (that iswater that does not return to the Susquehanna River) of 20,000 GPD or more (also based on a 30-day average).182 Withdrawal applications are evaluated for their potential adverse impacts to water bodies, including excessive lowering of water levels; rendering competing supplies unreliable; causing permanent loss of aquifer storage capacity; degrading water quality to levels that could be injurious to any existing or potential water use; adversely affecting fish, wildlife, or other living resources or their habitat; and substantially impacting the low-flow of perennial streams.183
The SRBC staff reviews withdrawal applications on a quarterly basis. Because the natural gas industry requires a more rapid turn-around for permit approvals, the SRBC reformed the permit-approval process for natural gas companies between 2008 and 2009.184 The reforms provided gas companies with greater flexibility to purchase water from municipal supplies, including lower-quality municipal treatment plant effluent.185 The DRBC also reformed its permit approval process in 2009 to require natural gas extraction projects to obtain explicit commission approval.186 DRBC staff may not approve withdrawals for hydraulic fracturing. Rather, the decision is made by a majority vote of commissioners at a public hearing.187
The riparian rights system and permitting processes require gas companies to pay several fees to withdraw water legally. Landowners with riparian rights may charge for access to their property, and fees can vary based on ease-of-access, distance from wells, and other site-specific variables. In addition, river basin commissions charge to review permits (Table 3.1). Fee schedules are tiered and based on the planned withdrawal, beginning at 20,000 GPD for consumptive use applications.188 Further, a company that modifies its application by requesting additional withdrawals may be required to pay additional review fees.189 Finally, the river basin commission may charge annual compliance and monitoring fees and fees for consumptive use withdrawals.190 The SRBC, for example, charges $0.28 per $1,000 gallons withdrawn for consumptive use.
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