Estimate preliminary uplift demand at a steel column base connection from axial load, overturning moment and base geometry.
| Parameter | Value | Unit | Calculation / Meaning |
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For a simplified linear base-reaction model, the extreme reaction can be estimated from the average axial reaction and the overturning-moment distribution.
Where P is the net stabilizing axial load, M is the overturning moment and B is the base dimension along the moment axis.
If the calculated tension-side reaction indicates loss of full contact, the actual base behavior becomes an anchor-tension and compression-block problem and requires a dedicated connection analysis.
The approximate load eccentricity relative to the base center is calculated from the overturning moment divided by the net axial load.
A larger eccentricity shifts the resultant reaction farther toward the edge of the base.
For preliminary planning, total uplift demand can be divided by the assumed number of tension anchors.
This is an average only. Actual anchor forces depend on anchor location, base-plate stiffness, prying action, concrete behavior and the complete connection geometry.
What does the Steel Base Uplift Calculator calculate?
It estimates preliminary uplift demand at a steel column base from axial load and overturning moment.
What causes uplift at a steel base?
Uplift can occur when overturning moment, axial tension or other applied actions shift the base reaction toward one side.
Does it calculate anchor-bolt tension?
It provides an average preliminary uplift-per-anchor value based on the number of assumed tension anchors. It does not perform a complete anchor design.
Does it check concrete?
No. Concrete breakout, pullout, pry-out and other foundation checks require separate analysis.
What is load eccentricity?
It is the distance between the resultant axial load line and the center of the base, commonly estimated as e = M/P when axial compression is present.
Can this be used for final foundation design?
No. It is intended for preliminary engineering estimation and should not replace a complete structural and foundation design.