Question

QUESTION FOUR (40 Marks) A uniform idealized two-cell wing box is fixed to the fuselage at the inboard section. A single vertical load $V_y = 10,000$ N is applied at the outboard section as shown. Boom areas are: $B_1 = B_3 = B_4 = B_6 = 600$ mm$^2$ and $B_2 = B_5 = 900$ mm$^2$. All wall thickness is 1 mm and all walls are made of the same material. Determine the shear flow in all the walls.

          QUESTION FOUR (40 Marks)
A uniform idealized two-cell wing box is fixed to the fuselage at the inboard section. A single
vertical load $V_y = 10,000$ N is applied at the outboard section as shown. Boom areas are:
$B_1 = B_3 = B_4 = B_6 = 600$ mm$^2$ and $B_2 = B_5 = 900$ mm$^2$. All wall thickness is 1 mm and all walls
are made of the same material. Determine the shear flow in all the walls.

QUESTION FOUR (40 Marks)
A uniform idealized two-cell wing box is fixed to the fuselage at the inboard section. A single
vertical load Vy = 10,000 N is applied at the outboard section as shown. Boom areas are:
B1 = B3 = B4 = B6 = 600 mm^2 and B2 = B5 = 900 mm^2. All wall thickness is 1 mm and all walls
are made of the same material. Determine the shear flow in all the walls.

Added by Robert M.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Sparsha S

Step 1

The shear flow in a wall is given by the formula: q = V / I where q is the shear flow, V is the shear force, and I is the moment of inertia of the wall. For the vertical walls (B2 and Bs), the shear force is Vy = 10,000 N. The moment of inertia of a Show more…

Show all steps

Thanks for your feedback!

QUESTION FOUR (40 Marks) A uniform idealized two-cell wing box is fixed to the fuselage at the inboard section. A single vertical load Vy = 10,000 N is applied at the outboard section as shown. Boom areas are: B = B3 = B4 = B6 = 600 mm^2 and B2 = Bs = 900 mm^2. All wall thicknesses are 1 mm, and all walls are made of the same material. Determine the shear flow in all the walls. outboard 1.20 m 0.180 m inboard 0.40 m 0.20 m