HESYS

HESYS SLOPE / WORKED EXAMPLE GUIDE

Understand the slope.
Explore what changes.

Follow a slope stability assessment from ground profile and soil strength to groundwater scenarios, slip surfaces and engineering interpretation. These worked examples show the current HESYS Slope analysis workflow.

Development analysis workflow · 2D limit equilibrium · Browser application not yet available

01 / START HERE

From ground model
to a clear result.

Keep the geometry, material assumptions and water conditions alongside every result. Search the whole slope and individual faces, then compare the mechanisms that govern.

  1. Define the sectionRecord crest and toe levels, benches, material boundaries and loads with their setbacks.
  2. Set the scenariosChoose strength parameters and water profiles. Keep the baseline separate from sensitivity cases.
  3. Review the mechanismsInspect the slip surface, factor of safety and force checks. Record the governing assumptions and follow-up actions.

02 / MODEL INPUTS

Make the assumptions
visible.

The illustrated section has three 1 m faces separated by benches. Its upper material is modelled with effective-stress strength; the underlying clay uses undrained strength. These are example inputs, not recommended values for another site.

InputWorked exampleWhat to record
Geometry3 m overall depth; benched profileSection coordinates, boundaries and the construction stage
Upper materialc′ = 5 kPa; φ′ = 28°; γ = 19 kN/m³Strength basis and whether apparent cohesion can be relied on
Underlying claycᵤ = 40 kPa; φᵤ = 0°; γ = 20 kN/m³Undrained strength evidence and relevant variability
Surcharge20 kPa, starting 1.5 m behind the crestLoad magnitude, extent and setback
GroundwaterPrescribed water profiles; no suction strengthObserved or assumed water levels and sensitivity cases

The current examples use prescribed pore pressures. They do not show a calculated seepage-flow solution.

03 / OVERALL STABILITY

Look beneath
the whole slope.

The red arc shows a full-depth circular slip surface. Vertical lines divide the sliding mass into slices. The blue dashed line is the prescribed groundwater profile.

The plotted surface gives a Bishop Simplified factor of safety of 2.537. This value describes this surface and set of assumptions; local faces need their own checks.

Benched slope with two material layers, surcharge, prescribed groundwater and a full-depth circular slip surface; Bishop factor 2.537.
Worked example: full-depth mechanism under the baseline prescribed water profile. Select the figure to inspect it at full size.

04 / WATER CONDITIONS

Test a higher
water level.

This bounding case places the prescribed water level at the ground surface and examines an upper-face mechanism. The plotted Bishop result is 1.707, retaining the assumed cohesion in the upper material.

Both the water condition and the slip mechanism differ from the preceding figure. The two values are not a like-for-like measure of the effect of water alone.

High-water bounding case with an upper-face circular mechanism and Bishop factor 1.707.
Upper-face check with groundwater prescribed at the surface. Intact cohesive upper material is retained in this particular scenario.

05 / LOCAL MECHANISMS

A shallow feature
can govern.

A separate sensitivity case introduces an assumed continuous granular band with zero cohesion. The shallow mechanism gives F = 0.321, showing why an overall slip check alone does not describe every possible mechanism.

The band is a model assumption for this example, not a confirmed ground feature.

Enlarged upper face with an assumed zero-cohesion granular band and shallow slip, factor 0.321.
Local granular-band sensitivity. Review material continuity and the applicability of the strength model before interpreting the result.

Include a
water-filled crack.

The separate wedge example introduces a 0.50 m water-filled crack, with water thrust on the crack and uplift along the base. It gives F = 1.224, below the example target of 1.50.

The 1.50 target belongs to this example. The appropriate acceptance criteria and factoring basis must be established for each assessment.

Cracked wedge with 0.50 metre water-filled crack, water thrust 1.25 kN per metre, basal water force 2.958 kN per metre and factor 1.224.
Separate cracked-wedge calculation. This is a different mechanism from the circular slip searches above.

06 / READ THE OUTPUT

Keep the result
with its context.

The current workflow produces section plots, scenario results and slice data. The supporting checks use Bishop Simplified, Ordinary/Fellenius comparisons and selected Spencer evaluations or searches. The displayed circular plots are labelled with their Bishop results.

  1. Identify the caseKeep method, water profile, strength parameters, loading and search region with each reported value.
  2. Check the solutionReview convergence, slice sensitivity and force validity. Flag tensile base forces and near-singular solutions rather than treating them as accepted results.
  3. Compare the casesSeparate overall and local mechanisms, assumptions and observations. Record what controls the result and what evidence remains needed.

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slope assessment.

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