Open-Cut Buried Pipe Calculator BOSSPIPE OT
AS/NZS 2566.1 — Spangler-Iowa · Leonhardt · Eqs 5.4(1)–(5) buckling · §5.3 hoop+flexural for pressure pipes
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Engineering review release v0.4 — Build date 6 May 2026. Open-trench design check for CC-GRP buried pipe with FWC couplings. Final design must be reviewed and signed by a registered RPEng/CPEng. Email feedback to Andy Holman.

Key assumptions for reviewer scrutiny

This calculator implements AS/NZS 2566.1 §5 for buried CC-GRP open-trench pipe. The simplifications below are explicit so reviewers can scrutinise them against your own preferred methodology.

  1. Soil dead load uses prism load: Wd = γ·H. Marston trench-friction reduction is conservative-side ignored. Embankment installations would need Ce > 1 per AS/NZS 2566.1 §3 — this tool covers trench only.
  2. Live load distributed via standard Boussinesq-style pyramid spreading: Wl = W·(1+i)/[(a+2H·tanφ)(b+2H·tanφ)] with φ = 30°. Impact factor and contact patch per traffic preset (SM1600: 80 kN wheel × 1.4, 0.5×0.2 m patch). Multi-wheel grouping uses simple superposition only.
  3. Bedding constant K default 0.10 (AS/NZS 2566.1 §5.2.1, applicable to standard side-support bedding). Range 0.083–0.110.
  4. Deflection lag factor DL set to 1.0 because the calculator uses long-term creep moduli (Eb50, SD50) directly. Some practitioners use DL = 1.5 with initial moduli — both routes are valid; this one is preferred when material data sheets give 50-year values.
  5. Leonhardt correction ζ bilinearly interpolated from a 5×6 lookup of Fig 5.1 chart values. Chart values are typical of AS/NZS 2566.1; project-specific application may warrant deviation.
  6. Native soil modulus E'n from AS/NZS 2566.1 Table 4.1 presets; user override available.
  7. Embedment soil modulus E'e from AS/NZS 2566.2 Table-equivalent presets at the chosen Dry Density Ratio %.
  8. Combined effective modulus E' = ζ × E'e, capped at 2 × E'e for very stiff native (typical practice).
  9. Wall strain = combined ring strain (ν · σv/Eb) plus bending strain (≈ 4 · e/Dm · ΔY/D); long-term limit 1.0%.
  10. Buckling Eq 5.4(1) for H ≥ Hw: qcr = 5.65·√(Rw·B'·E'·SDL) with Rw = 1 − 0.33·Hw/H and B' = 1/(1+4e−0.213H). Eq 5.4(3) for H < Hw: same form with Rw recalculated. Eqs 5.4(4) and 5.4(5) apply FoS = 2.5 to obtain allowable qall,1 and qall,2.
  11. BOSSPIPE OT catalogue covers gravity (PN1) DN300–DN3000 in SN5000/SN7500/SN10000 (69 SKUs) plus pressure DN300–DN3000 in PN6/8/10/12.5/16/20/25 (149 SKUs — PN6 in SN5000 and SN10000, others SN10000 only). Total 218 SKUs from BOSSPIPE English Catalogue (May 2026). FWC couplings assumed throughout; no joint capacity check beyond manufacturer specification.
  12. Hoop + flexural check (pressure pipes) implements AS/NZS 2566.1 §5.3 in strain form: εcombined = εhoop + εbending ≤ 1.0% / FS where FS = 1.5. εhoop = p·Dm/(2·e·Eb50) using long-term hoop tensile modulus (Eb50 as proxy). Internal pressure cross-checked against pipe PN rating.
  13. Material modulus Eb ranges per BOSSPIPE Material-Constant Table: ~12,000 MPa apparent flexural at 23°C. Default creep reductions: 2-year ≈ 0.65 × initial; 50-year ≈ 0.50 × initial. Override per current BOSSPIPE data sheet values.
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Inputs

Pipe selection
Installation (trench)
Soil properties
Loading

Design checks (long-term)

All checks per AS/NZS 2566.1 §5. Updates live as inputs change.

Vertical Deflection
%
Limit: ≤7.5%
Wall Strain (long-term)
%
Limit: ≤1.0%
FoS Buckling
Min: ≥2.5

Capacity detail

CheckCalculatedLimitStatus

Loading summary

ComponentPressure (kPa)Reference
Calculation breakdown AS/NZS 2566.1 §5 — equations cited
Pipe section properties
De outside diameter
Dm mean diameter
e wall thickness
I = e³/12 per unit length
SD initial = Eb·I/Dm³ × 10⁶
SDL2 at 2 years
SDL50 at 50 years
SD [N/m·m⁻¹] = (Eb·e³)/(12·Dm³) × 10⁶
Vertical pressures
Wd soil (prism load)
Wl live (Boussinesq)
Ww water
Wadd additional
Wt total vertical pressure
Wd = γ·H · — Wl = W·(1+i) / [(a+2H·tanφ)(b+2H·tanφ)]
Soil moduli & Leonhardt
E'n native
E'e embedment
E'n / E'e ratio
B' / De ratio
Leonhardt ζ (Fig 5.1)
E' combined effective
E' = ζ · E'e · capped at 2·E'e
Deflection & strain (Spangler-Iowa)
DL deflection lag factor1.0 (long-term moduli)
K bedding constant
ΔY/D × 100% Eq 5.2.1
Ring strain εr
Bending strain εb = 4·(e/Dm)·(ΔY/D)
Hoop strain εh = p·Dm/(2·e·Eb50) (pressure)
Combined εhoopbend (pressure)
FoS hoop+flex = 1.0% / εcombined
Total ε
ΔY/D = DL·K·Wt / (8·SDL + 0.061·E')
Buckling — AS/NZS 2566.1 §5.4
Rw water buoyancy factor
B' soil-arching coefficient
Eq 5.4(1) qcr case H ≥ Hw
Eq 5.4(3) qcr case H < Hw
Eq 5.4(4) qall,1 = qcr,1/FS
Eq 5.4(5) qall,2 = qcr,3/FS
qapplied total external pressure
FoS buckling = qcr,governing / qapplied
Eq 5.4(1): qcr = 5.65·√(Rw·B'·E'·SDL) · Rw = 1 − 0.33·Hw/H · B' = 1/(1+4·e−0.213H)
Caveats. AS/NZS 2566.1 design check only — not a certified deliverable. Final design must be reviewed and signed by a registered RPEng/CPEng. BOSSPIPE OT geometry from Empire's published Open-Trench Pipe Specs (59 SKUs, DN300–DN2400, SN5000/10000/20000). FWC coupling capacity assumed to manufacturer specification; not separately checked. Cohesion contribution to friction not modelled — soil load uses prism approach. Live load uses Boussinesq pyramid distribution; multi-wheel grouping applied as simple superposition. Leonhardt ζ from chart interpolation — project conditions outside the chart range need standard reference. Soil moduli E'e at the chosen DDR are from AS/NZS 2566.2-equivalent presets.
References:
Empire Infrastructure
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