In reinforced concrete design, an "indirect support" occurs when a secondary beam is supported by a primary beam rather than a column or wall. This configuration creates a complex stress state at the intersection where the load from the secondary beam must be "lifted" into the top of the primary beam.

Failure to provide adequate "hanger reinforcement" (links or U-bars) can lead to severe diagonal tension cracking and potential shear failure at the intersection. Eurocode 2 (EN 1992-1-1, Clause 9.2.5) mandates specific reinforcement to ensure a safe load path.

The Truss Analogy

To understand why we need additional reinforcement, we use a Strut-and-Tie model. Imagine the internal forces as a truss: the load from the secondary beam enters the bottom or middle of the primary beam. Since concrete cannot resist significant tension, we need vertical steel "ties" (hanger bars) to pull that load up to the compression zone at the top of the primary beam.

Without these ties, the compression struts in the primary beam would have no "node" to push against, and the bottom of the primary beam would simply tear away from the top.

Calculating Additional Reinforcement

The reinforcement provided should be able to resist the total factored reaction force $F_{Ed}$ from the secondary beam. According to EN 1992-1-1, this reinforcement should be placed in addition to the shear reinforcement required for the beams themselves.

The required area of hanger reinforcement $A_{s,link}$ is calculated as:

$$ A_{s,link} = \frac{F_{Ed}}{f_{yd}} $$

Where:

Curtailment and Placement

Placement is as important as quantity. Hanger reinforcement should be concentrated in the intersection zone. Ideally, these bars should be:

Key Takeaways

Designing complex beam intersections manually is prone to error. Our StrucTalogue EN 1992 Indirect Supports Module automatically detects indirect supports and calculates the required hanger bar area based on the secondary beam's reaction forces.