IES VAConnect User's Guide
Base Plate Design

The base plate connection consists of a steel plate that is welded to the base of a column and anchored to a concrete slab or pedestal. The connection resists the reactions from the column including the axial force, shear forces, and moments.

Design Considerations

Limit States

VAConnect checks the following limit states for Base Plates (refer to the program’s detailed reports for code references):

Limitations

Finite Element Analysis

As an alternative to DG1, finite element analysis can be used to find the critical plate bending moment and concrete bearing pressure. Finite element analysis removes the loading and one-way bending limitations of DG1 (see above). Finite element analysis and DG1 are built on entirely different assumptions about the base plate connection’s behavior (for example, DG1 assumes the plate is rigid). Results from the two analysis methods will often differ significantly.

The base plate is modeled using plate elements. Very stiff plate elements are used in the region of the plate under the column. One-way elastic springs model the concrete and anchorage. The user must define the stiffness of the concrete support and the anchor bolts. The mesh element size must be adjusted until the bearing and bending unity values converge.  A significant amount of engineering judgment is required for a successful analysis.  Information on the element formulation used and a discussion of mesh refinement can be found in the VisualAnalysis Help File.

The bending moment used for plate design is calculated by taking the extreme principal stress times the plate’s section modulus. The bending demand can spike near the corners of wide-flange and rectangular columns. Users are given the option of ignoring these spikes by disregarding the demands within a specified distance from these corners. To view the model and results in detail, export the FEA model to VisualAnalysis.

Anchorage design checks are not performed when FEA is used since ACI’s assumption of a rigid plate may not be satisfied.

Shear Breakout Groups and Load Distribution

Various load distributions must be considered when designing anchors for shear demands. This process is described by Figure R17.7.2.1b of ACI 318-19 chapter 17. The figure describes three cases that must be considered when designing for shear breakout. The logic behind the commentary cases, which involves only two anchors, leads to many possible breakout cases when the group has multiple anchors. VAConnect's anchorage design checks take the following approach:

        

        

        

Bolt Shear and Load Distribution

When the anchors near the free edge start to form a failure cone due to concrete breakout the load will redistribute to the stiffer rear anchors as explained in ACI 318-19 R17.7.2.1. Therefore, VAConnect only uses the anchors farthest from the edge (on the perimeter of the breakout group) for the bolt shear limit state (see Example 10 of ACI 355.3R-11 particularly page 92). The figure below shows the demand and the number of bolts that resist shear for the breakout group associated with each anchor. The bolt shear unity value (Vu/φVn) is conservatively taken as the maximum unity value of all the cases for bolt shear regardless of which breakout case controls.

        

Anchorage Interaction

The anchorage design checks consider the interaction of tension and shear forces per ACI 318-19 Section 17.8. The design checks, however, do not consider the interaction of biaxial shear forces in two perpendicular directions. In the case of a connection subjected to shear forces in the X and Y directions (Vx and Vy) and a tension force (T), the interaction check will consider Vx combined with T and Vy combined with T, separately. The combination of Vx, Vy, and T is not considered by the program because there is no guidance provided by the ACI 318-19 specification. Therefore, this particular design check is left to the discretion of the user.