# Determination of Punching Load on Wall Ends and Wall Corners in RF-PUNCH Pro

### Technical Article

The RF-PUNCH Pro add‑on module allows you to perform punching shear design of slabs and foundation plates (floor slabs) on wall ends and wall corners.

When selecting a nodal support or a support connection on a reinforced concrete slab, the punching load can be derived directly from the support force or from the internal forces of the support. However, if you select a node on a wall corner or a wall end for the design, the punching load cannot be determined directly from the support force or from the surface internal forces in the connected walls.

Figure 01 - Absorbed Shear Force on Wall End and Wall Corner

#### Determination of Punching Load on Wall End

Generally, the punching load cannot be determined from the support force or surface internal forces of the connected walls, but from the surface internal forces of the slab for which the punching shear design is to be performed. This approach has the advantage of avoiding the influence of singular results directly on the node to the greatest possible extent. Furthermore, this way of determining loads also allows you to consider the punching shear of a pure line load (pure load from the connected wall surface).

Figure 02 - Wall Replaced by Line Load

When selecting a point of punching shear, RF‑PUNCH Pro generates the basic control perimeter already at a distance of 2.0 d according to [1], Chap. 6.4.2.

To determine the punching load, a section is created in the module so the surface internal forces from RFEM can be measured out at the control perimeter. For the determination of the punching load, the surface internal force v_{max,b} from RFEM is used. The definition of the surface internal force v_{max,b} is described in [2], Chapter 8.15 Surfaces - Principal Internal Forces.

As a default setting for determining the punching load on wall ends and corners, the option “Unsmoothed shear force over the critical perimeter” is preset in RF‑PUNCH Pro. This means that for the applied shear force determination, the maximum value is assigned along the control perimeter.

Figure 03 - Shear Force at Critical Perimeter

The applied shear force V_{Ed} results from:

Figure 04 - Resulting Shear Force V_{Ed}

#### Verification of Determined Punching Load

The punching load V_{Ed} determined in the add‑on module can be verified by creating a line in the basic control perimeter where a new section is defined. In this way, you can visualize the shear force distribution along the perimeter in the RFEM graphic window or in the result diagram of the section.

The following graphic displays the result diagram of the shear force v_{max,b} determined in RFEM. The result diagram can help you retrace the applied shear force V_{Ed} calculated in RF‑PUNCH Pro.

Figure 05 - Result Diagram in Section: Principal Internal Force v_{max,b}

As already mentioned, the unsmoothed shear force over the critical perimeter is applied by default for the determination of the punching load in RF‑PUNCH Pro. Since the maximum value of the shear force is already applied along the control perimeter, the load increment factor β is set to 1.00 for further design.

#### Consideration of Load Increment Factor β

As an alternative, you can also select the option of smoothed shear force distribution over the critical perimeter in RF‑PUNCH Pro in order to determine the applied shear force V_{Ed}. Thus, the applied shear force is determined by using the “smoothed” shear force v_{max,b,average}.

In this case, the load increment factor β will be considered in the further design process. You can determine the load increment factor by using the fully plastic shear stress distribution according to 6.4.3 (3), or the constant coefficients according to 6.4.3 (6). In addition to these options for the determination of the load increment factor β, RF‑PUNCH Pro also provides the alternative user‑defined load increment factor.

#### Reference

#### Downloads

#### Links

#### Contact us

Do you have any questions or need advice?

Contact us or find various suggested solutions and useful tips on our FAQ page.