At two points on a horizontal tube of varying cross section carrying water, the radii are 1cm and 0.4cm. The pressure difference between these points is 4.9cm of water. How much liquid flows through the tube per second
Answers
Answered by
4
11.23 cm³/sec of the liquid flows through the tube per second.
Given-
- Radius of two points are 1 cm and 0.4 cm
- The pressure difference between these points = 4.9 cm
- Value of g = 980 cm/sec²
From the Bernoulli's theorem
Let the velocity be v and v'
So,
Av = A'v'
From the given data
v = 0.16 v'
-v² + v'² = 4.9 g
4.9 g = 0.9744 v'²
v' = 70.2 cm/sec
Rate of flow = 0.16 × 70.2 = 11.23 cm³/sec
Similar questions