ozeco41
Philosopher
The engineering logic is as trivial as that. Provided it is "Suddenly applied load" then FoS of 2 is the threshold point - and any drop increasing the impact - even as little as 1mm - theoretically would cause collapse by the Bazant Limit mechanism.It seems to me that, for a structure with an overall factor of safety of exactly two, then the minimum height is infinitesimally greater than zero.femr2 once asked what was the minimum height necessary to cause collapse according to Bazant's equations. Myriad calculated it. The result was in the order of 1 mm. So, you're probably right if even because of the looseness of the bolts.
Dave
But that lot is theoretical and pragmatic actual is rarely that predictable.
And we need to take care using global FOS for all the usual reasons - like it is nonsense in a progressive cascade failure. But acceptable in the theoretical but could never happen in real life scenario of the Bazant abstract model which had concurrent distributed axial contacts of columns falling through a gap. Bazant originally proposed one storey but he and later researchers reduced that and the 1mm gap is theoretically all that is needed to slightly raise the impact forces above the 2 times for "suddenly applied load".
And it all begs the question of how you could ever get to that point in a real situations. Whether Bazant's original 1 storey or his and other later lesser drops.
There is another outstanding issue - unresolved AFAIK - the suggestion that Bazant/Zhou got the sums wrong as proposed by Sz, Sz & Johns. It has not been rebutted or even seriously challenged AFAIK. However Dave you said Global FOS 2 - If that is the actual FOS of 2 - based on real weight not someone's calculation - then it glosses over - subsumes - whether the sums were right or not.
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