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CRANE & SITE / TOOL 23

Rectangular Foundation Pressure Calculator

Explore the linear full-contact pressure distribution beneath a rigid rectangular base under compression and two moments.

Defined engineering modelWorked example includedFree to use
Before you start: required inputs
  • Use the base drawing for its contact dimensions and coordinate directions.
  • Obtain the vertical force and both moments reduced to the centre of the same base contact plane for one load case.
1

Enter your values

Example values loaded
Rectangular base and applied actions
N 1200 kNxyL 4 mB 3 mMx 150My 200
Schematic, not to scale. Plan of a rigid base. Corner trial pressures are valid as full-contact pressures only when all remain non-negative. Moments are in kN·m.
m
Full base contact length in the x direction, not a half-dimension.
m
Full base contact width in the y direction.
kN
Net compressive force at the contact plane, in kilonewtons.
kN·m
Signed moment about the x axis at the base centre; it produces pressure variation along y.
kN·m
Signed moment about the y axis at the base centre; it produces pressure variation along x.
A PRACTICAL WALKTHROUGH

How to use this calculator

01

Define the contact rectangle

Keep length along x and width along y consistent with the diagram and the applied moments.

02

Apply centre-based actions

Use compression for N and the signed moments about the x and y axes.

03

Check the model status first

If a trial corner pressure is negative, the no-tension full-contact assumption no longer represents the actual contact area.

WORKED EXAMPLE

4 m × 3 m rigid base

THE INPUTS

4 m length, 3 m width, 1,200 kN compression, 150 kN·m about x and 200 kN·m about y.

THE RESULT

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.

MAKE SENSE OF THE NUMBERS

What does the result mean?

01

Non-negative corners establish the assumed full-contact pressure condition only.

02

Negative trial pressure indicates tension in the linear solution; a no-tension bearing surface needs partial-contact analysis instead.

03

Pressure values must still be assessed against the relevant soil, footing, anchor and settlement requirements.

Watch for this

Taking moments at the column top and applying them at the footing base without transferring the forces and lever arms.

Formula & model conditions +

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)

  • Rigid base and linear pressure distribution over the entire rectangular contact area.
  • Moments and vertical force must all refer to the base centre. Positive compression is used.
  • A negative calculated corner pressure invalidates the full-contact model for a no-tension bearing surface. Partial contact, anchors, settlement and soil bearing resistance require another model.

Common questions

Can I use the negative corner number as soil tension?

No. For a no-tension soil interface it is a trial-model warning, not an actual tensile soil pressure.

Does a non-negative result verify the foundation?

It does not check soil bearing resistance, settlement, concrete strength, reinforcement, sliding or anchors.

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