Tinni1
Civil/Environmental
- Sep 27, 2021
- 157
Hello,
I am simulating a compression test of a cold-formed steel column connected to a small length of U sections at both ends with self-tapping screws. In the post-buckling analysis, I have defined contact conditions between the U section web and the top nodes of the column sections. Initially, I defined normal behavior as hard contact. Now, I want to model a soft contact condition (contact between the column and the U section) to check if that is in better agreement with the test results.
I am initially trying a linear pressure overclosure relationship, where we need to define the contact stiffness, k.
I have been initially trying the k value as some fraction of the material's modulus of elasticity.
My questions are:
1. Is there any better way to predict the k value? If yes, could you please advise?
2. If I want to try the exponential relationship, how do I predict the C_0 (distance at zero pressure) and P_0 (pressure at zero distance value?
I am simulating a compression test of a cold-formed steel column connected to a small length of U sections at both ends with self-tapping screws. In the post-buckling analysis, I have defined contact conditions between the U section web and the top nodes of the column sections. Initially, I defined normal behavior as hard contact. Now, I want to model a soft contact condition (contact between the column and the U section) to check if that is in better agreement with the test results.
I am initially trying a linear pressure overclosure relationship, where we need to define the contact stiffness, k.
I have been initially trying the k value as some fraction of the material's modulus of elasticity.
My questions are:
1. Is there any better way to predict the k value? If yes, could you please advise?
2. If I want to try the exponential relationship, how do I predict the C_0 (distance at zero pressure) and P_0 (pressure at zero distance value?