Quote from here:
Limit state EQU, dealing with static equilibrium, is defined as: Loss of static equilibrium of the structure... considered as a rigid body, where minor variations in the [actions or their distribution]... are significant, and the strengths of... materials ... are generally not governing.
What is meant by "strengths of materials are not generally governing"? Isn't static equilibrium very much connected to strength of materials used?
Let's say we have a simple beam system like this:
The force on the right is trying to de-balance the beam. Calculating the moment around the central support, this moment is counteracted by supporting force by the left support. This is an equilibrium problem. The capacity of the left support dictates whether or not the beam stays in balance. But the capacity of the left support is determined by the strength of its material.
So how do the limit states EQU and STR work here? Is EQU checked here at all, since the balance of the structure is maintained by the supporting force? Would we use EQU in the case there is no downward supporting force, and the balance would be maintained by the mass of the beam between the supports?