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Support CenterKnowledge Base ArticlesCapacity design (AISC)
Advanced analysis types for your steel structures
Seismic analysis in IDEA StatiCa Connection
Qualification checks of seismic prequalified connections for AISC
Prequalified Steel Connections (AISC) - Summary, Conclusion, and Recommendations
Steel connection capacity design
Capacity design (EN)
Capacity design (AISC)
Capacity design according to Canadian standards
Capacity design according to Australian standards
Capacity design according to Indian Standard
Capacity design according to Hong Kong Code
Capacity design according to Chinese standard
Capacity design according to Russian standards
Capacity design is a part of the seismic check and ensures that the joint has sufficient deformation capacity. IDEA StatiCa - engineering software for the structural design of steel connections and beams.
SteelKnowledge baseConnectionAISC (USA)

Capacity design (AISC)

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Capacity design is a part of the seismic check and ensures that the joint has sufficient deformation capacity.

The objective of capacity design is to confirm a building undergoes controlled ductile behavior in order to avoid collapse in a design-level earthquake. Plastic hinge is expected to appear in dissipative item and all non-dissipative items of the joint must be able to safely transfer forces due to the yielding in the dissipative item. The dissipative item is usually a beam in moment resisting frame but it may also be e.g. an end plate. The safety factor is not used for dissipative items. Two factors are assigned to the yield strength of the dissipative item:

  • Ry – ratio of probable to minimal yield strength – AISC 341-16 – Table A3.1; editable in materials
  • Cpr=Fy+Fu2āˆ™Fy≤1.2C_{pr}=\frac{F_y+F_u}{2\bullet F_y} \le 1.2Cpr​=2āˆ™Fy​Fy​+Fu​​≤1.2 – strain-hardening factor

The ultimate strength of the dissipative item is increased by factor Rt – ratio of probable to minimal tensile strength – AISC 341-16 – Table A3.1; editable in materials

The material diagram is modified according to the following figure:

The increased strength of the dissipative item allows for the input of loads that cause the plastic hinge to appear in the dissipative item. In the case of moment resisting frame and beam as the dissipative item, the beam should be loaded by My = CprRyFyZpl,y and corresponding shear forceVz = –2 My / Lh, where:

  • Fy – characteristic yield strength
  • Zpl,y – plastic section modulus
  • Lh – distance between plastic hinges on the beam

In case of asymmetric joint, the beam should be loaded by both sagging and hogging bending moments and their corresponding shear forces.

The plates of dissipative items are excluded from check.

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