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FINITE ELEMENT ANALYSIS OF COMPRESSION TEST

Simulation: Simulate compression test of a steel specimen with the material properties, dimensions dimensions and test parameters given below. Attention on the unit system used! Material properties: Modulus of elasticity: 210 GPa Poisson’s ratio: 0.3 Flow curve: 260 + 20 (e p  ) 0.1 MPa according to Ludwik’s expression where s Y,0 is the initial yield stress, K and p are the hardening exponents, and e p is the equivalent plastic strain. Dimensions: Gauge length: 50 mm Width: 20 mm Thickness: 2 mm YOU ARE REQUIRED TO COMPLETE ALL QUESTIONS PLEASE PROVIDE FULL WORKED SOLUTIONS TO ALL QUESTIONS PLEASE ENSURE YOUR ANSWERS ARE CLEARLY PRESENTED ( ) n f K p Y,0 e s s + = Clamp (actuator) Clamp (stationary) Sp eci me n v Test parameters: Bottom clamp is stationary. Velocity of the top clamp is v = 1 mm/s. Compressive displacement of the top clamp is 5 mm. 1) Give the figures of von Mises stress distributions at 1 % and 40 % compression (of 5 mm), and briefly discuss the differences observed [20 marks] 2) Plot and analyse the force-displacement curve for the top clamp [25 marks] 3) Briefly describe the effect of velocity of the clamp ( v) on the simulation results [10 marks] 4) Briefly discuss the eff ects of mesh (element) size on the simulation results (force – displacement curve, von Mises stress distribution, convergence, etc.) (You might build your model with various element sizes!) [20 marks] 5) Briefly explain the difference betwee n 2D and 3D modelling (You might build 2D and 3D models with identical simulation parameters) [25 marks]

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Finite element analysis of compression test.

Finite element analysis of compression test.

Simulation: Simulate compression test of a steel specimen with the material properties, dimensions
dimensions and test parameters given below. Attention on the unit system used!
Material properties: Modulus of elasticity: 210 GPa
Poisson’s ratio: 0.3
Flow curve: 260 + 20 (e p)0.1 MPa according to Ludwik’s expression
where s Y,0 is the initial yield stress, K and p are
the hardening exponents, and e p is the equivalent plastic strain.
Dimensions: Gauge length: 50 mm
Width: 20 mm
Thickness: 2 mm
Structural Analysis – RESIT COURSEWORK
(14MMP130)
YOU ARE REQUIRED TO COMPLETE ALL QUESTIONS
PLEASE PROVIDE FULL WORKED SOLUTIONS TO ALL QUESTIONS
PLEASE ENSURE YOUR ANSWERS ARE CLEARLY PRESENTED
Deadline for receipt of coursework is Friday 21st August 2015
( )n
f K p
Y,0 s =s + e
Clamp (actuator)
Clamp (stationary)
Sp
eci
me
n
v
Page 2 of 2
Test parameters: Bottom clamp is stationary. Velocity of the top clamp is v = 1 mm/s. Compressive displacement of the top clamp is 5 mm.
1) Give the figures of von Mises stress distributions at 1 % and 40 % compression (of 5 mm), and briefly discuss the differences observed [20 marks]
2) Plot and analyse the force-displacement curve for the top clamp [25 marks]
3) Briefly describe the effect of velocity of the clamp (v) on the simulation results [10 marks]
4) Briefly discuss the effects of mesh (element) size on the simulation results (force-displacement curve, von Mises stress distribution, convergence, etc.) (You might build your model with various element sizes!) [20 marks]
5) Briefly explain the difference between 2D and 3D modelling (You might build 2D and 3D models with identical simulation parameters) [25 marks]
Do not forget to include simulation models and result files (CD, DVD, etc.) in your coursework submission!
Hand in: 21 August 2015 Return: 12 September 2015

Responses are currently closed, but you can trackback from your own site.

Comments are closed.

Finite element analysis of compression test.

Finite element analysis of compression test.

Simulation: Simulate compression test of a steel specimen with the material properties, dimensions
dimensions and test parameters given below. Attention on the unit system used!
Material properties: Modulus of elasticity: 210 GPa
Poisson’s ratio: 0.3
Flow curve: 260 + 20 (e p)0.1 MPa according to Ludwik’s expression
where s Y,0 is the initial yield stress, K and p are
the hardening exponents, and e p is the equivalent plastic strain.
Dimensions: Gauge length: 50 mm
Width: 20 mm
Thickness: 2 mm
Structural Analysis – RESIT COURSEWORK
(14MMP130)
YOU ARE REQUIRED TO COMPLETE ALL QUESTIONS
PLEASE PROVIDE FULL WORKED SOLUTIONS TO ALL QUESTIONS
PLEASE ENSURE YOUR ANSWERS ARE CLEARLY PRESENTED
Deadline for receipt of coursework is Friday 21st August 2015
( )n
f K p
Y,0 s =s + e
Clamp (actuator)
Clamp (stationary)
Sp
eci
me
n
v
Page 2 of 2
Test parameters: Bottom clamp is stationary. Velocity of the top clamp is v = 1 mm/s. Compressive displacement of the top clamp is 5 mm.
1) Give the figures of von Mises stress distributions at 1 % and 40 % compression (of 5 mm), and briefly discuss the differences observed [20 marks]
2) Plot and analyse the force-displacement curve for the top clamp [25 marks]
3) Briefly describe the effect of velocity of the clamp (v) on the simulation results [10 marks]
4) Briefly discuss the effects of mesh (element) size on the simulation results (force-displacement curve, von Mises stress distribution, convergence, etc.) (You might build your model with various element sizes!) [20 marks]
5) Briefly explain the difference between 2D and 3D modelling (You might build 2D and 3D models with identical simulation parameters) [25 marks]
Do not forget to include simulation models and result files (CD, DVD, etc.) in your coursework submission!
Hand in: 21 August 2015 Return: 12 September 2015

Responses are currently closed, but you can trackback from your own site.

Comments are closed.

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