Expert Q&A Done Finite element method QUESTION 2 (20 Marks) Concept question of a horeoital steel...
finite element method .'ו Optus 11:56 AM Expert Q&A Finite element method QUESTION 4(20 Marks) - concept and calculation question Consider axial vibration of the circular steel bar shown in Figure 4. The steel bar properties are: p- 7800 kg/m and E-200 GPa. (a)lf the first two natural frequencies are required, sketch the finite element model with clearly labelled element numbers and node numbers, State the element types and the degree of freedoms solved (5 Marks (b)Calculate the stiffiness and...
Finite element method Question 3 (10 marks) A shaft is to be modelled by finite element method. Describe an appropriate type of element that can be used to analyse the shaft. What is the minimum number of elements that must be used? Sketch the finite element model annotated with numbered nodes and numbered elements, and clearly show the degree of freedoms. Material: steel, Esteel | 3000 N 4.x=뉴94= 1.25x10% mm? 150 mm75 mm125 mm Question 3 (10 marks) A shaft...
QUESTION 2 21 Finite elements can appear in many forms such as two-dimensional and three- dimensional domains Give two examples and a sketch for each domain. (4) 22 Explain the following terms as used in Finite element equations a Plain stress b Plain strain 23 Use the Finite element method to develop the stiffness matrix for element 2 of the steel cantilever beam structure shown in Figure 2 The elastic modulus IS 200 kN/mm2 with a thickness of 1 unit...
finite element method OP QUESTION 1 (20 Marks) Calculation question (a)In a thin loaded plate shown in Figure 1, an area originally bounded by ABCD deformed to A', B', C' and D' upon loading. Estimate the strains,Exx, Eyy and Ey, and stresses, ox, Oyy and oxy of the element. Given that: E= 200 GPa and v 0.28. (10 Marks) All units are in mm Y 1 C (0,008,1.002) D 1,1) ko,1) B (1.005,0.002) A' (0.002,0.001) A X (0,0) (1,0) Figure...
PLEASE WRITE/PRINT CLEARLY PLEASE SOLVE USING THE FINITE ELEMENT METHOD WHICH INCLUDES THE MATRIXES 2. The flow rate at node 1 is 0.16 liter/s (0.16 *10 m/s). The pressure at node 4 is 0 Pa (g). For the given conditions, the flow is laminar throughout the system. Using hand calculation determine i. The pressure in each node. ii. Flow in each element iii. Verify your results (25 + 10 + 5 = 40) (1) L= 10 m D-20 mm [2]...
PLEASE WRITE/PRINT CLEARLY AND SOLVE USING THE FINITE ELEMENT METHOD UNCLUDING MATRICIES 2. The flow rate at node 1 is 0.16 liter/s (0.16 *10-2 m/s). The pressure at node 4 is 0 Pa (g). For the given conditions, the flow is laminar throughout the system. Using hand calculation determine i. The pressure in each node. ii. Flow in each element iii. Verify your results (25 + 10 + 5 = 40) (1) L=10 m D=20 mm u = 8 x...
Question 2 20 points Save Answer A T shaped steel beam is used to support the loads shown below. The dimensions from the top and bottom of the shape to the centroid axis are shown on the sketch of the cross section and 1 x 106 mm4. Determine the magnitude of the maximum bending stress in MPa 15 KN 20 kN/m 60.7 mm OkNm 64.3 mm WT230-26
structural analysis Figure Q() Question 2 For the bar assemblages shown in Figure Q(2), determine the nodal displacements, the forces in each element and the reactions. Use the direct stiffness method (25 marks) 35 kN E-210 GPa 2 A4 x 10m2 1 m im Figure Q() Question 2 For the bar assemblages shown in Figure Q(2), determine the nodal displacements, the forces in each element and the reactions. Use the direct stiffness method (25 marks) 35 kN E-210 GPa 2...
Need a solution for slope-deflection method Question 2 (20 marks) Use the Slope-Deflection Method to analyse the frame in Figure 2. Plot diagrams for internal forces (M, V and N). Indicate magnitudes at all significant points. The bending stiffness of members is indicated in the figure. Neglect the effect of shear and axial forces on the structural deformations. 90 kNm 24 kN/m B v 64 kN a, 4m 2m ទឹក 9m Sm A 2ET ZEL 201 6m E] &m E1...
structure design Name 1Pag Question 1 (35 marks) Use the method of virtual work to determine the vertical displacement of joint C of the truss below The cross-sectional area of each member is A 300 mm2 and E- 200 GPa Note 1 GPa -1.0 x 10 kN/m 1 mm2-10 x 10-*m2 3 kN 2 m 2 m 1.5 m EA Set out wour computations as follows (a) Find the reactions at hinge support E and at roller support A b)...