Pier Footing (ACI 318-14)
Pier footing loads link to the column or deck post above, so load changes propagate downstream automatically. Design pier and deck footings to ACI 318-14 (IBC 2018) - results cover bearing capacity under service loads, flexural reinforcement, and one-way and two-way (punching) shear.
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What it calculates
Pier footing loads link to the column or deck post above, so load changes propagate downstream automatically. Design pier and deck footings to ACI 318-14 (IBC 2018). Results cover bearing capacity under service loads, flexural design, and one-way and two-way (punching) shear.
Code standards
- IBC 2018
- ACI 318-14
How it calculates
The Pier Footing (ACI 318-14) calculator designs cylindrical plain concrete pier footings per ACI 318-14, referenced by IBC 2018 (ASCE 7-16 load combinations). It checks vertical bearing capacity, lateral soil resistance for embedded posts, concrete compression and bending capacity, and shear.
Vertical bearing capacity
Service axial load P_s from ASD load combinations is compared to the allowable vertical bearing capacity q_a:
utilization = q_s / q_a ≤ 1.0
Where q_s = P_s / A_g (gross bearing area of the pier base).
Lateral soil resistance (IBC 2018, Cl. 1807.3)
For embedded piers resisting lateral loads, the IBC 2018 method is used. Allowable lateral soil stress S_a is calculated as a function of embedment depth (limited to 12 ft maximum for the formula). For unconstrained piers, the required embedment depth d is determined from the applied lateral force V_s and moment M_s:
S'_1 - lateral soil stress at 1/3 of embedment depth
S'_3 - lateral soil stress at embedment depth
The calculator notes that the IBC equation for unconstrained embedded posts does not handle moment loads rigorously and embedment depth varies based on assumptions.
Concrete compression and bending capacity (ACI 318-14, Ch. 21)
The pier is checked for combined compression and bending under the governing LRFD load combination. The interaction check compares the maximum of two demand-to-capacity ratios:
- Bending governs: (M_u,max / S_m - P_u,min / A_g) / (phi × 5 × lambda × f'_c × shear area)
- Compression governs: M_u,max / (phi × M_n,comp) + P_u,max / (phi × P_n)
utilization = max(interaction ratio) ≤ 1.0
Shear capacity (ACI 318-14, Ch. 21)
Shear demand V_u is compared to the plain concrete shear strength:
phi × V_n = phi × 2 × lambda × sqrt(f'c) × (A_n / 2)
utilization = V_u / (phi × V_n) ≤ 1.0
Assumptions
Post is centred on the footing. The pier is prismatic unreinforced concrete. Skin friction on the pier sides is ignored - only pure end bearing is considered. The pier is assumed continuously restrained against buckling by surrounding soil, so unbraced length terms are omitted from compression capacity. Development length and deflection checks are performed separately.
What engineers say

Just the simple feature of being able to link loads is a really big time-saver.
Sam Hensler
Principal, Dynamic Analysis Engineering Consulting
The load linking feature is huge for us. Before, we had to use separate calculators and manually input everything.
John Cagle
Project Engineer, CHM Engineering
Frequently asked questions
What design standard does this calculator use?
What are the key inputs?
What does the calculator check and output?
Can I use this for deck post footings and residential columns?
How does load linking work for pier footings?
Can I link this footing directly to a column or deck post calculation?
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