CivilizedPE
Civil/Environmental
- Feb 6, 2013
- 19
I have a question on how to interpret the minimum velocity requirement of 2.0 feet per second for gravity sanitary sewer pipelines. Many regulations indicate that this velocity is measured when the pipe is flowing full. See examples below.
Ten States Standards states:
33.4 Slope
33.41 Recommended Minimum Slopes
All sewers shall be designed and constructed to give mean velocities, when flowing full, of not less than 2.0 feet per second (0.6 m/s), based on Manning's formula using an "n" value of 0.013.
Texas Commission on Enviromental Quality states:
§217.53. Pipe Design.
(l) Minimum and Maximum Slopes.
(1) All wastewater collection systems must contain slopes sufficient to allow a velocity when flowing full of not less than 2.0 feet per second.
The following regulation however, states that velocity is measured during average day flow and doesn't mention if the pipe needs to flow full or partially full.
Seacoast Utility Authority (Florida) states:
SECTION IV - SANITARY SEWER SYSTEM
B. HYDRAULIC DESIGN
2. Slopes: All sewers shall be constructed with hydraulic slopes sufficient to give mean velocities, using average day flow through the sewer, of not less than 2.0 feet per second, based on Manning's Formula.
By the way, this project is neither in FL nor in TX, I'm just using these as examples. But we do fall under Ten States standards and the local jurisdication uses Ten States for sewer design. We are designing our sewer system based on minimum slopes and diameters and so that it doesn't flow full or surcharged under typical conditions. This results in some pipes flowing partially full at less than 2.0 fps. The Ten States reg seems convoluted since some pipes will never flow full.
Does this mean I need to calculate the theoretical velocity if the pipe were flowing full to see if it reaches 2.0 fps per Ten States? Or do we need to slope our pipes such that full flow velocity is at least 2.0 fps? Even this may not guarantee 2.0 fps at actual flow. Also, additional slope will require several more feet of excavation and we already proposing a 20-ft deep wet well/lift station at the end of our development.
Thanks for your help!
Ten States Standards states:
33.4 Slope
33.41 Recommended Minimum Slopes
All sewers shall be designed and constructed to give mean velocities, when flowing full, of not less than 2.0 feet per second (0.6 m/s), based on Manning's formula using an "n" value of 0.013.
Texas Commission on Enviromental Quality states:
§217.53. Pipe Design.
(l) Minimum and Maximum Slopes.
(1) All wastewater collection systems must contain slopes sufficient to allow a velocity when flowing full of not less than 2.0 feet per second.
The following regulation however, states that velocity is measured during average day flow and doesn't mention if the pipe needs to flow full or partially full.
Seacoast Utility Authority (Florida) states:
SECTION IV - SANITARY SEWER SYSTEM
B. HYDRAULIC DESIGN
2. Slopes: All sewers shall be constructed with hydraulic slopes sufficient to give mean velocities, using average day flow through the sewer, of not less than 2.0 feet per second, based on Manning's Formula.
By the way, this project is neither in FL nor in TX, I'm just using these as examples. But we do fall under Ten States standards and the local jurisdication uses Ten States for sewer design. We are designing our sewer system based on minimum slopes and diameters and so that it doesn't flow full or surcharged under typical conditions. This results in some pipes flowing partially full at less than 2.0 fps. The Ten States reg seems convoluted since some pipes will never flow full.
Does this mean I need to calculate the theoretical velocity if the pipe were flowing full to see if it reaches 2.0 fps per Ten States? Or do we need to slope our pipes such that full flow velocity is at least 2.0 fps? Even this may not guarantee 2.0 fps at actual flow. Also, additional slope will require several more feet of excavation and we already proposing a 20-ft deep wet well/lift station at the end of our development.
Thanks for your help!