An airfoil is tested inside a wind tunnel. The cross-section of the test section is rectangular as shown in the diagram below. A control volume is drawn around the rectangular cross-section. The top and bottom boundaries, 2 and 4, coincide with the upper and lower walls, while the other boundaries, 1 and 3, extend vertically between the walls. The flow is considered incompressible. Derive the expression for the drag force. U Po Ро x= -b/2 @ wall wall (3) x=b/2 Ty=h U-U. 1-0.5 cos 0.5 cos U₂=1.2U Pe=1.2225 p Pe y=-h 2h
An airfoil is tested inside a wind tunnel. The cross-section of the test section is rectangular as shown in the diagram below. A control volume is drawn around the rectangular cross-section. The top and bottom boundaries, 2 and 4, coincide with the upper and lower walls, while the other boundaries, 1 and 3, extend vertically between the walls. The flow is considered incompressible. Derive the expression for the drag force. U Po Ро x= -b/2 @ wall wall (3) x=b/2 Ty=h U-U. 1-0.5 cos 0.5 cos U₂=1.2U Pe=1.2225 p Pe y=-h 2h
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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
Transcribed Image Text:An airfoil is tested inside a wind tunnel. The cross-section of the test section is
rectangular as shown in the diagram below. A control volume is drawn around the
rectangular cross-section. The top and bottom boundaries, 2 and 4, coincide with
the upper and lower walls, while the other boundaries, 1 and 3, extend vertically
between the walls. The flow is considered incompressible.
Derive the expression for the drag force.
U
Po
Po
x=-b/2
wall
4
wall
(3)
x=b/2
Ty=h
U=U₁ 1-0.5 cos
U₂=1.2U
Pe=1.2225 po
Pe
y=-h
ny
2h
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