Perko (2009) · Chance Technical Design Manual · ICC-ES AC358

Helical piles: both failure modes, plus the torque check.

Individual-bearing and cylindrical-shear capacity computed and compared, per-helix bearing reported, and the AC358 torque correlation with your product's Kt — the full design loop in one tool.

Helical pile capacity has two mechanisms: individual bearing, where each helix mobilizes bearing independently, and cylindrical shear, where closely spaced helices fail as a soil cylinder between the top and bottom plates plus bearing on the lead helix. Which governs depends on helix spacing and soil — so PileCalc computes both, per Perko (2009) and the Chance Technical Design Manual, and reports the governing value with each helix's contribution visible.

The torque correlation Qult = Kt·T is evaluated with the Kt you supply in your unit system — Kt is product-specific, so PileCalc uses your product's value rather than inferring one from nominal shaft diameter.

Both mechanisms, governing reported

Individual bearing and cylindrical shear computed side by side per Perko and the Chance TDM — the governing mode is shown, not assumed.

Per-helix breakdown

Bearing at each helix plate reported individually, in compression and tension, with shaft friction where it applies.

Explicit torque correlation

Qult = Kt·T with your product's Kt supplied explicitly — no hidden shaft-size lookup.

Layered profiles

Multi-layer clay and sand profiles with the water table handled, the same soil definition as every other PileCalc tool.

Validated against published benchmarks

Every figure below is produced by the engine on the cited published problem — closed-form solutions, design-manual tables, or independent codes — and reproduced by the test suite on every release.

Individual bearing & cylindrical shear (Perko 2009; Chance TDM); ICC-ES AC358 torque

QuantityPileCalcReferenceAgreement
Deep single helix in clay: Q = 9·cu·A (cu 50 kPa, D 0.30 m)Perko (2009) eq. 5.5 / Chance TDM individual bearing31.81 kN31.81 kNexact
Single helix in sand: Q = σ′v·Nq·A (φ 32°, 5 m deep, D 0.35 m)NAVFAC DM-7.02 Nq (non-displacement) hand calculation129.8 kN129.8 kNexact
AC358 torque correlation T = Q/Kt (Kt = 33 m⁻¹ ≈ 10 ft⁻¹)ICC-ES AC358 / Hoyt & Clemence (1989)0.964 kN·m0.964 kN·mexact
See the full per-tool validation report

The numbers, published

PileCalc's engine is checked term-by-term against the reference codes. A representative sample of the benchmarks — every intermediate value is visible in the app so you can reproduce them yourself.

Free-head pile (EI 1.43×10⁶, D 1 m, L 24.4 m)Liang et al. (2014) exact solution / RSPile
Max moment
792.2 kN·m
792.1 kN·m (exact)
within 0.1%
Fixed-head pile (EI 1.43×10⁶, D 1 m, L 24.4 m)Liang et al. (2014) exact solution / RSPile
Head moment
−581.1 kN·m
−581.0 kN·m (exact)
within 0.1%
Cantilever pile (EI 320, D 0.1 m, L 5.25 m)Liang et al. (2014) exact solution / RSPile
Head deflection
8.75 mm
8.750 mm (exact)
within 0.1%
Cantilever pile (EI 320, D 0.1 m, L 5.25 m)Liang et al. (2014) exact solution / RSPile
Max moment
2.335 kN·m
2.334 kN·m (exact)
within 0.1%
Circular pile, API sand (D 0.5 m, L 10 m, H 100 kN)RSPile verification manual
Deflection & moment profile
RSPile 2018 problems #1/#2/#8/#15
chart-reading tolerance
within 1–3%
Steel pile, multi-layer slope stabilization (17 m)RSPile / TZPile / LPile
Lateral resistance
607 kN
582 kN
within ~4%
Read how we validate — and why against two independent codes

Helical piles: common questions

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