To understand the context of the given question, we need to explore the concepts of streamline, path line, and streak line in fluid dynamics.
These lines represent different concepts and are generally different in fluctuating or unsteady flows. However, under certain conditions, they coincide.
The correct statement from the provided options, where streamline, path line, and streak line become identical, is when the flow is steady.
Explanation:
Therefore, the statement "streamline, path line and streak line are identical when the flow is steady" is true and this option is the answer.
Let us evaluate the other options:
Conclusion: The correct choice is that streamlines, path lines, and streak lines are identical when the "flow is steady".
In a free vortex, velocity
The velocity potential function for a line source varies with radial distance, r as
If ψ = xy, the magnitude of the velocity vector at (2, -2) is
A velocity field is given by the equation v = (2 + 6x - 6y)i + (3x + cx - y)j. For the flow to be irrotational the value of constant ‘c’ is
If fluid properties in a flow are constant with space at any instant of time, the flow is termed as: