BeginnerTopic 33 of 112Civil & Structural
Shear strength of soil
Mohr-Coulomb criterion τ=c+σ tanφ.
In depth
Mohr-Coulomb: τ_f=c'+σ' tanφ'. Sands have φ'≈28–40° and negligible cohesion; clays have c' and φ' with undrained strength c_u. Tests: direct shear, triaxial (UU, CU, CD), vane shear. Drained vs undrained conditions are critical.
Key points
- Peak vs residual strength
- Dilation of dense sand
- Stress paths
ExampleDense sand with φ'=38° can support steeper slopes than soft clay.
What is Shear strength of soil?
Mohr-Coulomb criterion τ=c+σ tanφ.
Why is it important to understand shear strength of soil?
Shear strength decides whether a soil will slide or hold, so it is the key input to slope stability and foundation design.
What does the Mohr-Coulomb criterion describe?
The shear strength of soil as a combination of cohesion and friction, which depends on the effective normal stress on the failure plane.
What is the difference between drained and undrained strength?
Drained strength is for slow loading when pore water can escape. Undrained strength applies to rapid loading of clays when pore pressure cannot dissipate.
How is Shear strength of soil used in practice?
Typical applications include checking the stability of a cut slope in clay, setting the strength parameters for a retaining wall design and estimating the capacity of a foundation on sand.
What should I learn before Shear strength of soil?
Study "Consolidation" first (topic 32 of 112 in Civil & Structural). It covers the groundwork this topic builds on.
What are the key points of Shear strength of soil?
Peak vs residual strength. Dilation of dense sand. Stress paths.
Can you give an example of Shear strength of soil?
Dense sand with φ'=38° can support steeper slopes than soft clay.
What comes after Shear strength of soil?
The next topic is "Bearing capacity", which builds directly on this one.
How difficult is Shear strength of soil?
It is classed as Beginner in Civil & Structural (topic 33 of 112). It is an entry-level topic. It relies only on basic school mathematics and the ideas introduced earlier in this discipline.