sbaboy
Materials
- May 25, 2013
- 6
Hi,
I am trying to simulate the buckling behaviour of an aluminium plate.So,i entered the dimensions of the plate in meter(0.41*0.25*0.0032) and the young's modulus in Pascal (70*10^9).
The boundary conditions that i applied are : *At the bottom :U1=U2=U3=0.
*The top : U1=U3=0.(U2 is unconstrained!)
*Side surfaces : U1=U3=0.
Then ,I applied a unitary pressure load (=1).The result of the eigenvalue analysis was : the lowest eigen value=6.4563*10^6!!!
So, my question is : How to calculate the critical buckling force (Newton)?
Please help!
I am trying to simulate the buckling behaviour of an aluminium plate.So,i entered the dimensions of the plate in meter(0.41*0.25*0.0032) and the young's modulus in Pascal (70*10^9).
The boundary conditions that i applied are : *At the bottom :U1=U2=U3=0.
*The top : U1=U3=0.(U2 is unconstrained!)
*Side surfaces : U1=U3=0.
Then ,I applied a unitary pressure load (=1).The result of the eigenvalue analysis was : the lowest eigen value=6.4563*10^6!!!
So, my question is : How to calculate the critical buckling force (Newton)?
Please help!