Define the contact rectangle
Keep length along x and width along y consistent with the diagram and the applied moments.
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Explore the linear full-contact pressure distribution beneath a rigid rectangular base under compression and two moments.
Keep length along x and width along y consistent with the diagram and the applied moments.
Use compression for N and the signed moments about the x and y axes.
If a trial corner pressure is negative, the no-tension full-contact assumption no longer represents the actual contact area.
4 m length, 3 m width, 1,200 kN compression, 150 kN·m about x and 200 kN·m about y.
Mean pressure is 100 kPa. The four trial corner values are 150, 100, 100 and 50 kPa, so all remain non-negative for this entered case.
Non-negative corners establish the assumed full-contact pressure condition only.
Negative trial pressure indicates tension in the linear solution; a no-tension bearing surface needs partial-contact analysis instead.
Pressure values must still be assessed against the relevant soil, footing, anchor and settlement requirements.
Taking moments at the column top and applying them at the footing base without transferring the forces and lever arms.
q(x,y) = N/(L B) + M_x y/I_x + M_y x/I_y
I_x = L B³/12; I_y = B L³/12
q_corners = N/(L B) ± 6M_x/(L B²) ± 6M_y/(B L²)
No. For a no-tension soil interface it is a trial-model warning, not an actual tensile soil pressure.
It does not check soil bearing resistance, settlement, concrete strength, reinforcement, sliding or anchors.