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In a flow field, the streamlines and equipotential lines
  • a)
    Cut orthogonally except at the stagnation points
  • b)
    Are Parallel
  • c)
    Are orthogonal everywhere in the flow field
  • d)
    Cut at any angle
Correct answer is option 'A'. Can you explain this answer?
Most Upvoted Answer
In a flow field, the streamlines and equipotential linesa)Cut orthogon...
Streamline is an imaginary curve drawn through a flowing fluid in such a way so that the tangents to it at any point gives the direction of the instantaneous velocity of flow at that point.
Equipotential lines are formed by joining the different points having the same value of velocity potential function.
Properties:

Slope of equipotential Line × Slope of stream function = -1
i.e. streamlines and equipotential lines always meet orthogonally.
Meshes formed by them may be in square, rectangular or curvilinear.
At stagnation point streamlines and equipotential lines have no meaning, So they are not orthogonal at the stagnation point.
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In a flow field, the streamlines and equipotential linesa)Cut orthogonally except at the stagnation pointsb)Are Parallelc)Are orthogonal everywhere in the flow fieldd)Cut at any angleCorrect answer is option 'A'. Can you explain this answer?
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