Harvill Gss
Key Takeaway
Harvill Gss is classified as low hazard in Texas. It was completed in 1972 and is 54 years old.
Physical Details
| Dam Height | 36 ft (taller than 79.5% in TX) |
| Dam Length | 380 ft |
| Dam Type | Earth |
| Max Storage | 50 acre-ft |
| Normal Storage | 41 acre-ft |
| Surface Area | 0 acres |
| Drainage Area | 0 sq mi |
| Year Completed | 1972 (54 years old) |
| NID ID | TX06058 |
Safety Information
No probable loss of human life and low economic/environmental losses expected.
Hazard potential describes downstream consequences of failure, not the dam's current condition. What does this mean?
Ownership
DALE HARVILL
Private
Nearby Dams
Denton Creek WS SCS Sed Cont Str 3-7
Montague, TX
Low Hazard 37 ftDenton Creek WS SCS Sed Cont Str 3 6
Montague, TX
Low Hazard 37 ftDenton Creek WS SCS Sed Cont Str 3 1
Montague, TX
Low Hazard 31 ftDenton Creek WS SCS Sed Cont Str 3 2
Montague, TX
Low Hazard 37 ftClear Creek WS SCS Site 1a Dam
Montague, TX
Low Hazard 54 ftClear Creek WS SCS Sed Cont Str 104
Montague, TX
Low Hazard 40 ftDenton Creek WS SCS Site 3b Dam
Montague, TX
Low Hazard 47 ftDenton Creek WS SCS Sed Cont Str 3-10
Montague, TX
Low Hazard 25 ftFrequently Asked Questions
What is the hazard classification of Harvill Gss?
Harvill Gss is classified as Low Hazard. No probable loss of human life and low economic/environmental losses expected. This classification refers to the potential downstream consequences of a failure, not the dam's current structural condition.
Who owns and operates Harvill Gss?
Harvill Gss is owned by DALE HARVILL (Private). The owner is responsible for maintenance, inspections, and compliance with dam safety regulations.
When was Harvill Gss built?
Harvill Gss was completed in 1972, making it 54 years old. Many U.S. dams were built between the 1930s and 1970s during a period of major infrastructure investment.
How tall is Harvill Gss?
Harvill Gss has a dam height of 36 ft. Dam height is measured from the natural streambed at the downstream toe to the top of the dam, and may differ from the visible height.