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Aim : Given the material data below, calculate the Mooney Rivlin and Ogden material constants and compare the both using stress-strain data from a Dogbone specimen tensile test with 100 percent strain. The given data is the engineering stress-strain in MPa/(mm/mm). The comparison should be shown from the d3hsp file and…
abhijeet dhillon
updated on 27 Feb 2022
Aim :
Given the material data below, calculate the Mooney Rivlin and Ogden material constants and compare the both using stress-strain data from a Dogbone specimen tensile test with 100 percent strain. The given data is the engineering stress-strain in MPa/(mm/mm). The comparison should be shown from the d3hsp file and using simulation.
Solution :
First we will convert the following into excel sheet data :
We create the following material card as shown below :
We have inserted the following stress strain curve :
Now we have derived the data from the simulation and put it into the excel file as shown below :
After converting into engineering stress and strain and comparing it with the stress strain curve raw we get the following :
We also get the following data for the hyperelastic material card:
Mooney constant c1 = 0.1756E+00 |
Mooney constant c2 = 0.1494E+00 |
Now we use ogden material card as shown below :
After running we get the following results :
Now we have derived the data from the simulation and put it into the excel file as shown below :
Conclusion
Therefore we can conclude from the graph that hyperelastic material card is more accurate for the same number of coefficient to the raw material data .
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Aim : Given the material data below, calculate the Mooney Rivlin and Ogden material constants and compare the both using stress-strain data from a Dogbone specimen tensile test with 100 percent strain. The given data is the engineering stress-strain in MPa/(mm/mm). The comparison should be shown from the d3hsp file and…
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