I'm trying to determine the axial shortening in concrete columns for a tall building, and I'm really hitting a wall. I have a very good paper by Ghosh that deals with creep and shrinkage at different ages of concrete, but I haven't been able to find an example of a calculation that goes through a full height column stick from foundation to roof.
The variables are so many. If you have a 60-story column and identical load and column height at each floor, and let's say we're just going to look at the shortening of the lowest stick of one column. You still will get different 60 different contributions to the bottom stick of one column, because f'c is constantly changing which means Ec is always changing, and the shrinkage factors are always changing.
It seems like an incredibly daunting task to calculate, even with a spreadsheet.
Does anyone have any literature that has an example of calc'ing this out?
The variables are so many. If you have a 60-story column and identical load and column height at each floor, and let's say we're just going to look at the shortening of the lowest stick of one column. You still will get different 60 different contributions to the bottom stick of one column, because f'c is constantly changing which means Ec is always changing, and the shrinkage factors are always changing.
It seems like an incredibly daunting task to calculate, even with a spreadsheet.
Does anyone have any literature that has an example of calc'ing this out?