The velocity of fluid through a pipe can be calculated using the formula:
\( \text{Velocity} = \frac{\pi \times \left( \text{Pipe Diameter} \right)^2}{4 \times \text{Flow Rate}} \)
The formula calculates the velocity of the fluid by considering the relationship between the cross-sectional area of the pipe (which depends on the square of the diameter) and the flow rate (the volume of fluid per unit of time). By dividing the area of the pipe by the flow rate, we can determine the velocity.
Water is flowing through a 10-centimeter diameter pipe at a rate of 9 liters per second. What is the water velocity?
Steps:
The answer is provided in other different units!
Pipe Size | 5fps | 6fps | 7fps | 8fps | 9fps | 10fps |
---|---|---|---|---|---|---|
1" | 13gpm | 16gpm | 18gpm | 21gpm | 23gpm | 26gpm |
1.5" | 31gpm | 37gpm | 43gpm | 50gpm | 56gpm | 62gpm |
2" | 52gpm | 63gpm | 72gpm | 82gpm | 92gpm | 102gpm |
2.5" | 73gpm | 88gpm | 102gpm | 117gpm | 131gpm | 146gpm |
3" | 113gpm | 136gpm | 159gpm | 181gpm | 203gpm | 227gpm |
4" | 196gpm | 234gpm | 274gpm | 313gpm | 353gpm | 392gpm |