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Writers Solution

determine the maximum displacement and rotation of the beam

Finite Element Analysis Coursework (v10)

10

Task 06 (10 marks)

Beam Analysis

The beam is made of ASTM A36 ISO sb beam 80 x 6 mm as shown in Figure 6.

• Crossed section area (As) = 768 mm2

• Modulus of Elasticity (E) = 200 GPa

• Moment of Inertia (I) = 775549 mm4

• Point Load (F) = 7th digit of Student ID × 1000 N

• Uniform Distribution Load (W) = 5th digit of Student ID × 1000 N/m

This is a linear static implicit FE analysis.

Figure 6 (Raoufi, 2015)

1. Create the FE model of the beam and name it YourFullName_Task06.sldprt, using the

Solidworks Simulation to

• determine the maximum displacement and rotation of the beam.

• determine the reaction force A and B.

• create the Shear Force and Bending Moment Diagram.

• determine the axial stress in the beam.

2. For the statically indeterminate beam, using the Direct Stiffness Method to

• determine the maximum displacement and rotation of the beam.

• determine the reaction force A and B.

• sketch the Shear Force and Bending Moment Diagram.

• determine the axial stress of the beam.

3. Tabulate, compare and discuss the results. Word count 500 words (+/– 10%)

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Writers Solution

Determine the maximum displacement and rotation of the beam

Finite Element Analysis Coursework (v10)

10

Task 06 (10 marks)

Beam Analysis

The beam is made of ASTM A36 ISO sb beam 80 x 6 mm as shown in Figure 6.

• Crossed section area (As) = 768 mm2

• Modulus of Elasticity (E) = 200 GPa

• Moment of Inertia (I) = 775549 mm4

• Point Load (F) = 7th digit of Student ID × 1000 N

• Uniform Distribution Load (W) = 5th digit of Student ID × 1000 N/m

This is a linear static implicit FE analysis.

Figure 6 (Raoufi, 2015)

1. Create the FE model of the beam and name it Your FullName_Task06.sldprt, using the

Solidworks Simulation to

• determine the maximum displacement and rotation of the beam.

• determine the reaction force A and B.

• create the Shear Force and Bending Moment Diagram.

• determine the axial stress in the beam.

2. For the statically indeterminate beam, using the Direct Stiffness Method to

• determine the maximum displacement and rotation of the beam.

• determine the reaction force A and B.

• sketch the Shear Force and Bending Moment Diagram.

• determine the axial stress of the beam.

3. Tabulate, compare and discuss the results. Word count 500 words (+/– 10%)

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Categories
Writers Solution

determine the maximum displacement and rotation of the beam

Finite Element Analysis Coursework (v10)

10

Task 06 (10 marks)

Beam Analysis

The beam is made of ASTM A36 ISO sb beam 80 x 6 mm as shown in Figure 6.

• Crossed section area (As) = 768 mm2

• Modulus of Elasticity (E) = 200 GPa

• Moment of Inertia (I) = 775549 mm4

• Point Load (F) = 7th digit of Student ID × 1000 N

• Uniform Distribution Load (W) = 5th digit of Student ID × 1000 N/m

This is a linear static implicit FE analysis.

Figure 6 (Raoufi, 2015)

1. Create the FE model of the beam and name it YourFullName_Task06.sldprt, using the

Solidworks Simulation to

• determine the maximum displacement and rotation of the beam.

• determine the reaction force A and B.

• create the Shear Force and Bending Moment Diagram.

• determine the axial stress in the beam.

2. For the statically indeterminate beam, using the Direct Stiffness Method to

• determine the maximum displacement and rotation of the beam.

• determine the reaction force A and B.

• sketch the Shear Force and Bending Moment Diagram.

• determine the axial stress of the beam.

3. Tabulate, compare and discuss the results. Word count 500 words (+/– 10%)

GET THE COMPLETED ASSIGNMENT

ASSIGNMENT COMPLETED AT CapitalEssayWriting.com

MAKE YOUR ORDER AND GET THE COMPLETED ORDER

CLICK HERE TO ORDER THIS PAPER AT CapitalEssayWriting.com ON  determine the maximum displacement and rotation of the beam

NO PLAGIARISM, Get impressive Grades in Your Academic Work