Owner reading an existing design
Check entered dimensions without the tool silently solving a pass.
Enter both dimensions and sourced matched gross loads/limit.
Actual excess pressure is visible; no auto-sized safe footing.
Review an independently proposed rectangular footing under gross service-load cases. Inspect centered or one-axis eccentric contact pressure against a sourced applicable limit.
A quick decision brief for this specific tool
Independent proposed B and L, reviewed gross service-load cases and an applicable allowable gross contact-pressure limit
Per-case uniform/linear/triangular pressures, unsupported-resultant warnings and limited pressure comparison
Uses e=|M|/N for one-axis eccentricity; full contact through D/6 and triangular partial contact before D/2
Choose your path
Review independent proposed dimensions against limited centered or one-axis gross-service contact-pressure cases without declaring a design adequate.
Check entered dimensions without the tool silently solving a pass.
Enter both dimensions and sourced matched gross loads/limit.
Actual excess pressure is visible; no auto-sized safe footing.
Distinguish average pressure, eccentric peak and unsupported contact.
Compare centered/full/partial one-axis cases and resultant at the base edge.
Each case is independent, no biaxial or omitted-limit-state approval.
Correct basis and unit errors while retaining source traceability.
Select unsupported net/ultimate basis, recover to reviewed gross basis, switch units and export.
Invalid inputs block stale records; original force/moment units and limitations remain explicit.
Outputs and checklists are planning aids. Review the linked current authorities and the records, terms, instructions, and requirements that apply to your exact situation before a consequential decision.
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Area = B × L; average gross pressure = N / area; centered-only area reference = N / entered limitD is the selected direction of pressure variation, B or L; the moment acts about the perpendicular axis. For D/6 < e < D/2, compression contact is 3(D/2−e) and peak pressure is 2N/(transverse width × contact length). At or beyond D/2, no supported contact solution is reported.
e = |M|/N; for e ≤ D/6, qmin/max = N/(B×L) × (1 ∓ 6e/D)Confirm that the source limit permits this particular peak-pressure comparison. Passing this one comparison does not verify settlement, sliding, overturning, biaxial loading, shear, flexure, reinforcement, depth, frost, scour or any permit requirement.
Comparison ratio = modeled peak contact pressure / applicable entered limitUpdated: August 2026
A purely illustrative 20,000 lbf centered gross load on an entered 2 × 2 ft rectangle produces 5,000 psf. Against an entered applicable 2,000 psf limit it exceeds that limit; the tool does not silently lengthen the rectangle.
For a 4 × 4 ft illustration with 20,000 lbf and a one-axis 10,000 lbf·ft moment, e = 0.5 ft. Full-contact pressure ranges from 312.5 to 2,187.5 psf even though the average is 1,250 psf.
With the same illustration and a 20,000 lbf·ft moment, e = 1 ft, contact length is 3 ft and peak pressure is about 3,333.33 psf. At a 40,000 lbf·ft moment the resultant reaches the edge and the tool declines a pressure solution.
Establish a matched gross service/allowable gross basis before using this limited model.
Review eccentric contact and all independent geotechnical, structural and site limit states with the responsible professional.
Enter both proposed dimensions independently, matched gross service-load cases and an applicable allowable gross contact-pressure limit. This is a limited pressure worksheet, not an automatic foundation design. It does not assign soil capacity or declare a footing safe, adequate or code-compliant.