Martina Juranova
New Blood
- Joined
- Sep 11, 2012
- Messages
- 7
The coefficient κ which we have introduced, is the ratio of the average normal force in the column and its ultimate force, so also fractures can be included. But because steel is not fragile material, this influence probably will not be substantial. But I would not argue if you regard the value of κ lower, than 0.25 which we had assumed as the probable value.I'm not suggesting you didn't account for it. I'm saying that your accounting didn't allow for the columns fracturing at any point, and so was a very great overestimate.
Then you got your calculation wrong. Many conservation of momentum analyses have been done, and all give collapse times close to or slightly less than the observed collapse time. If everyone agrees except you, I suspect it might not be everyone else who's wrong.
Kuttler's paper is utter nonsense, and blatantly dishonest as well. My comments on it are here.
Dave
As regard the limit case, where no resistive forces, except inertial forces are taken into account, this is fully described including the resulting formula in the paper mentioned in my first contribution. For the same data as was used by Prof. Kuttler we have obtained very similar value of the time of the collapse.
K. Kuttler’s approach is correct. There could be some controversy only about some his quantitative estimations. But his thesis, that the complete destruction of such an enormous structure (i.e. pulverization of concrete and plastic yield and fracturing of steel), must be at the expense of kinetic energy of fall, is indisputable.