Continue to Site

Eng-Tips is the largest engineering community on the Internet

Intelligent Work Forums for Engineering Professionals

  • Congratulations waross on being selected by the Eng-Tips community for having the most helpful posts in the forums last week. Way to Go!

Torsion modal analysis

Status
Not open for further replies.

joniru

Structural
May 7, 2015
1
Hello everyone,

I'm doing a simple modal analysis. The model consists of a thick pipe and the only active degree of freedom is the torsion. Analytical calculations lead to the following data:

- Torsional stiffness = 5.262e7Nm/rad; Rotatory inertia = 5.09355kg.m^2

I was expecting the torsional natural frequency to be:

Eigenvalue = Stiffness/Inertia = 5.262e7/5.09355 = 1.033e7. Then, Frequency = 3214 rad/s = 511Hz.

The fact is that I simulate the pipe with a beam (B31) element. One side is clamped and the other one is only able to rotate arround its longitudinal axis. The torsional stiffness and the inertia that I obtain match with analytical values. But when I run the modal analysis I get that:

Eigenvalue = 2.02661E+07. Then, Frequency = 4501 rad/s = 716.48Hz

B31_hiike9.png


So, the eigenvalue in the FEM is exactly twice the analytical one. ¿What am I doing wrong? ¿Does this make any sense?

I have also tried to model the thick pipe with solid elemenets (C3D20R) and I get the similar result to B31 element.

C3D20R_pqcnps.png


If anyone could give some tips, I would be glad.
 
Status
Not open for further replies.

Part and Inventory Search

Sponsor