I apologize, my initial analysis did use a nylon rope, which was flexible. Let me change it to a steel rope that is already taut.
View attachment 28750
Now if we pull on the already taut steel rope, we get...
pull in of the columns because, we are pulling them in (I had to apply a magnification for clarity in the FEA results). Care to guess what happens if we double the load on the already taut steel rope?
So we agree that by pulling on steel columns with a steel (or taut) rope, we get pull in. Let’s move back to your “centenary sag is a very effective force multiplier”.
Let’s use the 35 foot truss from NIST NCSTAR 1-6B. This first scenario is a 1000 lb force on the top side of the truss at a modulus of elasticity of 30 x 10
6 psi.
The second scenario is the same force but with a modulus of elasticity of 8.7 x 10
6 psi.
And let’s take that modulus down to 1.7 x 10
6 psi.
It may be a little difficult to see, but the displacement in the middle of the truss is increasing (I had to apply a magnification factor again for clarity)?
Here is the question, what is happening to the
reaction forces?