Question: FEA Truss structure has 29 elements and 15 nodes. All angles are either 45 or 90. Trusses 1-8 are made of aluminum and the rest

 FEA Truss structure has 29 elements and 15 nodes. All angles

are either 45 or 90. Trusses 1-8 are made of aluminum and

FEA Truss structure has 29 elements and 15 nodes. All angles are either 45 or 90. Trusses 1-8 are made of aluminum and the rest of steel. Cross section is hollow T-shape and Youngs modulus of aluminum is 80 GPa for aluminum and 210 GPa for steel, Load of 2000N is connected at nodes 12, 13, 14, 15. The element properties matrix has everything about elemental stiffness matrices. Write MATLAB function that takes input [E] mentioned below and returns matrix [K(e] which is 4 x 4 x N where N 29 for element number. The K(e) entry is elemental stiffness matrix of ith element 19 20 mm 18 12 20 5 16 5 mm 40 mm 21 15 E (28 24 14 14 13 10 13 20 mm 29 80 mm 4 [m] % Angle Theta! = 45; Theta2 = 90; Theta3 = 180; Theta4 = 135; % Length Cross-sectional Area A-(1350 10-3) % Young's Modulus Ealuminum = (8*10^10); Esteel(2.1*10 1 1)i % [E] = [A, L, Theta, E] [E] = [ A, L, Theta2, Esteel A, L, Theta2, Esteel; A, L, Theta2, Esteel; A, L, Theta3, Esteel; A, L, Theta4, Esteel; A, L, Theta3, Esteel; A, L, Theta4, Esteel; A, L, Theta3, Esteel; A, L, Theta4, Ealuminum; A, L, Theta3, Ealuminum; A, L, Theta3, Ealuminum; A, L, Theta2, Ealuminum; A, L, Theta4, Ealuminum; A, L, Theta3, Ealuminum; A, L, Theta2, Ealuminum; A, L, Theta4, Ealuminum; A, L, Theta3, Ealuminum; A, L, Theta2, Ealuminum; A, L, Theta4, Ealuminum; A, L, Theta3, Ealuminum; A, L, Theta2, Ealuminum; A, L, Theta4, Ealuminum; A, L, Theta3, Ealuminum; A, L, Theta2, Ealuminum; A, L, Theta3, Ealuminum; A, L, Theta4, Ealuminum; A, L, Theta3, Ealuminum; A, L, Theta2, Ealuminum; A, L, Theta2, Ealuminum;; FEA Truss structure has 29 elements and 15 nodes. All angles are either 45 or 90. Trusses 1-8 are made of aluminum and the rest of steel. Cross section is hollow T-shape and Youngs modulus of aluminum is 80 GPa for aluminum and 210 GPa for steel, Load of 2000N is connected at nodes 12, 13, 14, 15. The element properties matrix has everything about elemental stiffness matrices. Write MATLAB function that takes input [E] mentioned below and returns matrix [K(e] which is 4 x 4 x N where N 29 for element number. The K(e) entry is elemental stiffness matrix of ith element 19 20 mm 18 12 20 5 16 5 mm 40 mm 21 15 E (28 24 14 14 13 10 13 20 mm 29 80 mm 4 [m] % Angle Theta! = 45; Theta2 = 90; Theta3 = 180; Theta4 = 135; % Length Cross-sectional Area A-(1350 10-3) % Young's Modulus Ealuminum = (8*10^10); Esteel(2.1*10 1 1)i % [E] = [A, L, Theta, E] [E] = [ A, L, Theta2, Esteel A, L, Theta2, Esteel; A, L, Theta2, Esteel; A, L, Theta3, Esteel; A, L, Theta4, Esteel; A, L, Theta3, Esteel; A, L, Theta4, Esteel; A, L, Theta3, Esteel; A, L, Theta4, Ealuminum; A, L, Theta3, Ealuminum; A, L, Theta3, Ealuminum; A, L, Theta2, Ealuminum; A, L, Theta4, Ealuminum; A, L, Theta3, Ealuminum; A, L, Theta2, Ealuminum; A, L, Theta4, Ealuminum; A, L, Theta3, Ealuminum; A, L, Theta2, Ealuminum; A, L, Theta4, Ealuminum; A, L, Theta3, Ealuminum; A, L, Theta2, Ealuminum; A, L, Theta4, Ealuminum; A, L, Theta3, Ealuminum; A, L, Theta2, Ealuminum; A, L, Theta3, Ealuminum; A, L, Theta4, Ealuminum; A, L, Theta3, Ealuminum; A, L, Theta2, Ealuminum; A, L, Theta2, Ealuminum

Step by Step Solution

There are 3 Steps involved in it

1 Expert Approved Answer
Step: 1 Unlock blur-text-image
Question Has Been Solved by an Expert!

Get step-by-step solutions from verified subject matter experts

Step: 2 Unlock
Step: 3 Unlock

Students Have Also Explored These Related Databases Questions!