The velocity components in the x and y directions for an incompressible flow are given as u = (-5 + 6x) and v = -(9 + 6y), respectively. The equation of the streamline is (a) (-5 + 6x) (9 + 6y) = constant %3D -5+6x (b) 9+6y = constant %3D 9 + 6y (c) -5+6x = constant (d) (-5+6.x) -(9+6y) = constant %3D
The velocity components in the x and y directions for an incompressible flow are given as u = (-5 + 6x) and v = -(9 + 6y), respectively. The equation of the streamline is (a) (-5 + 6x) (9 + 6y) = constant %3D -5+6x (b) 9+6y = constant %3D 9 + 6y (c) -5+6x = constant (d) (-5+6.x) -(9+6y) = constant %3D
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![The velocity components in the x and y directions
for an incompressible flow are given as
u = (-5 + 6x) and v = -(9 + 6y), respectively.
The equation of the streamline is
(a) (-5 + 6x) (9 + 6y) = constant
%3D
-5+6x
(b) 9+6y
= constant
9+6y
(c)
-5+6x
= constant
(d) (-5+6x)-(9+6y) = constant](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F7ea253b5-b387-4268-8f7b-e12266591b38%2F87374f95-76c2-42a5-b5c8-2a2d2fe83941%2F0dgi20m_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The velocity components in the x and y directions
for an incompressible flow are given as
u = (-5 + 6x) and v = -(9 + 6y), respectively.
The equation of the streamline is
(a) (-5 + 6x) (9 + 6y) = constant
%3D
-5+6x
(b) 9+6y
= constant
9+6y
(c)
-5+6x
= constant
(d) (-5+6x)-(9+6y) = constant
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