E = 210 GPa
v= 0.25
t= 10mm
After determining the element stresses and the principal angle. if the shape functions N1 and N2 at point A are 0.2 & 0.5, respectively, determine the displacement of the center of the triangle if there was a point in the middle of the triangle.
E 210 Gpa V 0 25 T 10mm After Determining The Element Stresses And The Principal Angle If The Shape Functions N1 An 1 (40.53 KiB) Viewed 59 times
E 210 Gpa V 0 25 T 10mm After Determining The Element Stresses And The Principal Angle If The Shape Functions N1 An 2 (40.53 KiB) Viewed 59 times
E 210 Gpa V 0 25 T 10mm After Determining The Element Stresses And The Principal Angle If The Shape Functions N1 An 3 (9.79 KiB) Viewed 59 times
7 For the elements given in Problem 6.6, the nodal displacements are given as V₁ = 1.0 mm 1₂ = 0.5 mm U₁ = 2.0 mm V2 = 0.0 mm u3 = 3.0 mm V3 = 1.0 mm (15, 10) (50, 120) 3 (10. 7.5) (15. 5) (20, 30) (0, 0) (a) (5, 10) (80, 30) 2 (10,0) (c) (b)
Determine the element stresses o, Oy, Try, 01, and a2 and the principal angle p. Use the values of E, v, and t given in Problem 6.6.
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