CELE Geotechnical Engineering — Shear Strength of SoilsConcept Map
Professional Regulation Commission (PRC) — Board of Civil Engineering loves to test Shear Strength of Soils through questions that span multiple sub-topics in one item. A concept map helps you see those cross-links in advance. This page will show the full Shear Strength of Soils concept map for CELE Geotechnical Engineering once content generation completes.
Exam context
The Civil Engineer Licensure Examination is conducted by Professional Regulation Commission (PRC) — Board of Civil Engineering and is scheduled for May and November 2026. The Geotechnical Engineering subtest is marked as "Core" in the official pattern, and Shear Strength of Soils appears in position 7th of 11 in the CELE Geotechnical Engineering review rotation. Passing mark: 70% weighted average, no sub-test below 50%. Recent CELE 2026 papers have drawn roughly a meaningful share of questions from this subject.
Shear Strength of Soils - Concept Map
Central Concept
Shear Strength of Soils
Related Concepts
Concept
Mohr-Coulomb Failure Criterion
Sub Concepts
- Total Stress Analysis (τf = c + σ tan φ)
- Effective Stress Analysis (τf = c' + σ' tan φ')
- Cohesion Component
- Friction Component
- Principal Stress Relationships
Relationship To Central
Fundamental theory defining when soil fails
Concept
Soil Types and Behavior
Sub Concepts
- Sands (c ≈ 0, frictional)
- Clays (c > 0, cohesive)
- Saturated Clay Undrained (φ = 0)
- Granular Soils (always drained)
Relationship To Central
Different soils exhibit different shear strength characteristics
Concept
Laboratory Testing Methods
Sub Concepts
- Direct Shear Test
- Triaxial Compression Test
- Unconfined Compression Test
- Test Interpretation and Parameter Extraction
Relationship To Central
Experimental procedures to measure shear strength parameters
Concept
Triaxial Test Variants
Sub Concepts
- UU (Unconsolidated-Undrained)
- CU (Consolidated-Undrained with pore pressure measurement)
- CD (Consolidated-Drained)
- Pore Pressure Development
- Effective Stress Path
Relationship To Central
Different drainage conditions during triaxial testing
Concept
Drained vs Undrained Conditions
Sub Concepts
- Undrained Analysis (Short-term stability)
- Drained Analysis (Long-term stability)
- Pore Pressure Dissipation
- Loading Rate Effects
- Time-Dependent Consolidation
Relationship To Central
Controls time-dependent shear strength behavior
Concept
Field Applications
Sub Concepts
- Foundation Design (bearing capacity)
- Slope Stability Analysis
- Retaining Wall Design
- Embankment Construction
- Safety Factor Calculation
Relationship To Central
Practical use of shear strength in engineering design
Concept
Key Formulas and Relationships
Sub Concepts
- Mohr-Coulomb equation
- Unconfined strength cu = qu/2
- Principal stress relation
- Friction angle determination
- Deviator stress calculations
Relationship To Central
Mathematical expressions for shear strength calculations
Concept
Stress States and Failure
Sub Concepts
- Normal Effective Stress (σ')
- Shear Stress (τ)
- Mohr Circle Construction
- Failure Plane Orientation
- Maximum Principal Stress
Relationship To Central
Understanding normal and shear stress at failure
Concept Connections
To
Soil Types and Behavior
From
Mohr-Coulomb Failure Criterion
Strength
strong
Relationship
Different soil types exhibit different parameters (c and φ) in the same fundamental failure equation
To
Mohr-Coulomb Failure Criterion
From
Laboratory Testing Methods
Strength
strong
Relationship
Tests provide the experimental data needed to determine c and φ parameters for the failure criterion
To
Drained vs Undrained Conditions
From
Triaxial Test Variants
Strength
strong
Relationship
The choice of triaxial test (UU, CU, CD) directly determines whether drained or undrained conditions are simulated
To
Field Applications
From
Drained vs Undrained Conditions
Strength
strong
Relationship
Design approach and timing (short-term vs long-term) depend on whether conditions are drained or undrained
To
Mohr-Coulomb Failure Criterion
From
Key Formulas and Relationships
Strength
strong
Relationship
Formulas mathematically express the failure criterion and related calculations
To
Key Formulas and Relationships
From
Stress States and Failure
Strength
strong
Relationship
Understanding principal stresses and Mohr circles enables calculation of friction angle and cohesion
To
Key Formulas and Relationships
From
Unconfined Compression Test
Strength
moderate
Relationship
UC test uses the specific formula cu = qu/2 derived from Mohr-Coulomb principles
To
Mohr-Coulomb Failure Criterion
From
Direct Shear Test
Strength
strong
Relationship
Test directly plots τf vs σ to extract c and φ following the failure criterion equation
To
Mohr-Coulomb Failure Criterion
From
Triaxial Compression Test
Strength
strong
Relationship
Triaxial test provides principal stresses at failure used in failure criterion analysis
To
Drained vs Undrained Conditions
From
Soil Types and Behavior
Strength
strong
Relationship
Sands are always drained; clays behave as undrained under rapid loading and drained long-term
To
Laboratory Testing Methods
From
Field Applications
Strength
moderate
Relationship
Specific field applications require appropriate lab tests to obtain valid design parameters
To
Mohr-Coulomb Failure Criterion
From
Stress States and Failure
Strength
strong
Relationship
Mohr circle construction visualizes stress states and determines failure orientation using the failure criterion
To
Drained vs Undrained Conditions
From
CU Test
Strength
strong
Relationship
CU test bridges undrained and drained analysis by measuring pore pressures during consolidation-undrained shearing
To
Key Formulas and Relationships
From
Principal Stress Relationships
Strength
strong
Relationship
sin φ = (σ1 - σ3)/(σ1 + σ3) provides direct calculation of friction angle from principal stresses
To
Drained vs Undrained Conditions
From
Field Applications
Strength
strong
Relationship
Foundation bearing capacity uses undrained cu for short-term; slopes use drained c' and φ' for long-term
Previous chapter
Consolidation and Settlement
Next chapter
Lateral Earth Pressure and Retaining Structures
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