Hello,
I’m comparing the input values required in the Internal General beam Element and the ccx 3D Timoshenko beam element U1.
Ccx is using an advanced coded version of Timoshenko Beam Element (U1/B3D2) [109]
That implementation has implicit that the beam cross-section is symmetrical, or the element local coordinate axes are selected to pass through the cross-section shear center.
Timoshenko shear coefficient accounts for the different shapes of beam cross-sections. (I assume I11 and I22 should then be given with respect to the shear center).
Ccx general beam is defined by I11, I12 ,I22, A, k (Timoshenko shear coefficient)
¿What about the internal general beam element?
Internal general beam is defined by I11, I22, A, J (Torsion constant) and Perimeter
¿Is it the same formulation but just written in terms of J ?. ¿Is the general section limited to symmetrical cross sections?
¿Are you assuming rectangular cross section as shown in the GUI picture?
Thanks in advance.
[109] Yunhua, Luo, An Efficient 3D Timoshenko Beam Element with Consistent Shape Functions. Adv. Theor. Appl. Mech. 1 , no. 3, 95-106 (2008).
Comments
Perimeter is only used for some kinds of load and isn't part of the stiffness.
Following the above discussion,
If Perimeter value is not involved in the stiffness matrix, would I be wrong if I assume that value as 1 [m2/m] by default so I can indistinctly convert in-between linear load (KN/m) and Traction load (KN/m2)?.
I see in the manual that heat fluxes, convection, radiation are Perimeter dependent, but I’m not interested in thermal analysis right now.
If assuming P=1 [m2/m] by default could affect other results, I would kindly ask to implement linear loads KN/m as a function of position in the internal solver.
Thanks in advance and regards
The display also uses perimeter to set the clipping planes so if it's wildly different from the scale of the model, it might look a bit glitchy.