compute the volumetric flow rate of fluid passing through a tube with a cross-sectional area of 0.37 inches and a flow velocity of 8 ft/sec?
Question
compute the volumetric flow rate of fluid passing through a tube with a cross-sectional area of 0.37 inches and a flow velocity of 8 ft/sec?
Solution
To calculate the volumetric flow rate, we use the formula:
Q = A * v
where: Q = volumetric flow rate A = cross-sectional area v = flow velocity
However, we need to make sure that the units of the area and velocity are compatible. In this case, the area is given in square inches and the velocity is in feet per second. We need to convert the area from square inches to square feet.
1 square foot = 144 square inches
So, 0.37 square inches = 0.37/144 = 0.00257 square feet
Now we can calculate the volumetric flow rate:
Q = A * v Q = 0.00257 square feet * 8 feet/second Q = 0.0206 cubic feet per second
So, the volumetric flow rate of the fluid passing through the tube is 0.0206 cubic feet per second.
Similar Questions
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