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1
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Drapes
Structural
- Oct 27, 2012
- 97
In tall buildings with an eccentric core, where gravity-induced long term differential axial shortening leads to the building leaning under its own self-weight, just wondering if the resulting inter-storey drift needs to be added to the inter-storey drift assessed under wind loads? Or if a separate criteria can be used for the long term lean effect. Is there any guidance on what criteria to adopt for gravity-induced inter-storey drifts?
For example, looking at applying an inter-storey drift limit of H/500 for service wind loads alone (as is commonly adopted), and an inter-storey drift limit of H/1000 to H/2000 for the long term lean on its own. Does this sound reasonable? This will result in an overall inter-storey drift of around H/300 to H/400. Alternatively, you limit the overall inter-storey drift to within H/500, but I believe this may be conservative.
Note, my query is specifically for inter-storey drifts. I would still be looking to adopt a total drift limit of H/500 (wind load plus long term lean).
For example, looking at applying an inter-storey drift limit of H/500 for service wind loads alone (as is commonly adopted), and an inter-storey drift limit of H/1000 to H/2000 for the long term lean on its own. Does this sound reasonable? This will result in an overall inter-storey drift of around H/300 to H/400. Alternatively, you limit the overall inter-storey drift to within H/500, but I believe this may be conservative.
Note, my query is specifically for inter-storey drifts. I would still be looking to adopt a total drift limit of H/500 (wind load plus long term lean).