@@ajazmahemoodsayyed4122 The ratio of the flexural capacity of Beam/column is computed to preclude the formation of plastic hinges in columns for apparent reasons; refer to section 21.6.2 of ACI 318-11. The sum of a column's flexural capacities at a joint should be 1.2 times the capacities of beam framing into the joint in a particular direction. Etabs alerts the user when the ratio exceeds; if it does not alert, it means either you are ok or have not activated the corresponding seismic category (I think it calculates for category D E & F) for which this capacity needs to be computed.
@@KSSE_Engineer is it for hyperbolic structures, sir? Because i meant the principal stresses that will occur in the hyperbolic structure due to its self weight
Amazing sir. Sir i understood beam column capacity ratio sir i dont understand column beam capacity ratio in etab and also it's ratio value?
if you understand the concept of capacity ratio , than it is the same in ETABS and all software's.
@@KSSE_Engineer sir i dont understand column beam capacity ratio in etab which is different from beam column capacity ratio
@@ajazmahemoodsayyed4122 The ratio of the flexural capacity of Beam/column is computed to preclude the formation of plastic hinges in columns for apparent reasons; refer to section 21.6.2 of ACI 318-11. The sum of a column's flexural capacities at a joint should be 1.2 times the capacities of beam framing into the joint in a particular direction. Etabs alerts the user when the ratio exceeds; if it does not alert, it means either you are ok or have not activated the corresponding seismic category (I think it calculates for category D E & F) for which this capacity needs to be computed.
Sir hello, how can we find the principal stresses on the beam by not using any software, only hand calculations?
Hi dear, check elasticity or plasticity theory book in these two books all types of stresses are discussed in details .
@@KSSE_Engineer is it for hyperbolic structures, sir? Because i meant the principal stresses that will occur in the hyperbolic structure due to its self weight