Reinforcement calculation of beams

The beams receive loads from the slabs automatically. This process is performed by the program. In addition to any wall loads on the beams, any other additional distributed loads can be defined on beams as dead or live loads. The program takes the elevation of the beam upper surface from the elevation of the story defined on the story settings part as default elevation. If the beam is inclined (in vertical direction) and/or inverse beam, this state is defined by giving additional information to the left and right end elevations of the beam. The cross-sectional properties of the beams are determined by the program automatically depending on the story slab system. If the beam is not fixed to any slab, it is assumed as having a rectangular cross-section shape. But in case of any slab on the right or left side of the beam, it is deemed as full or half T-beam. Effective width of slab for T-beams is determined in accordance with the relevant codes. The cross-sectional surface area and the moment of inertia of the beam is calculated automatically. However, for the general frame analysis or for the renovation, restoration and reinforcing projects, the user is enabled to modify arbitrarily the cross-sectional surface area and the moment of inertia of the beam as he wants.

The torsional rigidity of beams can also be intervened like the torsional rigidity of columns. If zero is entered, it means that the torsional rigidities of beams are neglected.

After shear forces and bending moments are calculated for all loading cases, reinforcements are assigned to both ends and to the span of every bar by considering the most critical load combination in the ultimate power method. In beams, the reinforcements are assigned according to monoaxial bending. The minimum and maximum reinforcement provisions are especially investigated.

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Reinforcement Calculation
Reinforcement calculation of slabs
Reinforcement calculation of beams
Reinforcement calculation of columns / panels
Reinforcement calculation of Foundations
 

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