LRF = (3.204 x M) - (2.618 x D)
LRF = LOG of regression flow
M = LOG of mean annual daily flow
D = LOG of drainage area
The regression flow (RF) is calculated by raising 10 to the power of the LRF.
If the drainage area is greater than 95 square miles, the required minimum flow is 1.4 x RF. Otherwise the required minimum flow is equal to RF.
LRF = (0.812 x M) + (8.111 x E92)
- (4.806 x E85) - (3.275 x E95)
LRF = LOG of regression flow
M = LOG of mean annual daily flow
E85 = LOG of 85% annual exceedance flow
E92 = LOG of 92.5% annual exceedance flow
E95 = LOG of 95% annual exceedance flow
The regression flow (RF) is calculated by raising 10 to the power of the LRF.
The required minimum flow is 1.1 x RF.
LEVEL | REMAINING USABLE WATER SUPPLY STORAGE | MINIMUM RELEASE | WATER USE REDUCTION |
1 | between 70% and 100% | A | - - - - |
2 | between 40% and 70% | B | 10% |
3 | below 40% | C | 20% |
A = normal minimum release determined by a field study, regression equation, or use of the 7Q10
B = intermediate reduction in minimum release
C = low minimum release equal to no more than the 7Q10
The change in minimum release shall be set no higher than an amount which would reduce the water supply safe yield, as determined by standard accepted engineering practices, by more than 10 percent.
15A N.C. Admin. Code 02K .0502
Eff. December 1, 1994;
Amended Eff. April 1, 1995;
Pursuant to G.S. 150B-21.3A, rule is necessary without substantive public interest Eff. December 23, 2017.
Eff. 12/1/1994;
Amended Eff. 4/1/1995.