CELE Geotechnical Engineering — Consolidation and SettlementConcept Map
Concept mapping is a retrieval-practice technique that works especially well on wide chapters like Consolidation and Settlement. When Professional Regulation Commission (PRC) — Board of Civil Engineering writes a CELE Geotechnical Engineering item that mixes two sub-topics, a concept-mapped reviewer sees the intersection in seconds. This page provides that map for Consolidation and Settlement.
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 Consolidation and Settlement appears in position 6th 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.
Consolidation and Settlement - Concept Map
Central Concept
Consolidation and Settlement in Geotechnical Engineering
Related Concepts
Concept
Primary Consolidation Settlement
Sub Concepts
- Normally Consolidated (NC) Clay
- Overconsolidated (OC) Clay
- Compression Index (Cc)
- Recompression Index (Cr)
- Void Ratio (e)
- Effective Stress (σ')
- Settlement Equation
Relationship To Central
Core mechanism of soil compression under load
Concept
Time Rate of Consolidation
Sub Concepts
- Degree of Consolidation (U)
- Time Factor (Tv)
- Coefficient of Consolidation (cv)
- Drainage Path (Hdr)
- Double vs Single Drainage
- U-Tv Relationships
- Time Calculations
Relationship To Central
Governs how fast settlement occurs
Concept
Soil Properties & Classification
Sub Concepts
- Initial Void Ratio (e₀)
- Preconsolidation Stress (σ'c)
- Initial Effective Stress (σ'₀)
- Stress Increase (Δσ)
- Saturation Conditions
- Clay Type & Plasticity
Relationship To Central
Determines settlement behavior and rates
Concept
Drainage Conditions
Sub Concepts
- Double Drainage (Both Surfaces)
- Single Drainage (One Surface)
- Drainage Path Length
- Hydraulic Conductivity
- Permeability Effects
Relationship To Central
Controls water expulsion rate and settlement timing
Concept
Settlement Prediction & Analysis
Sub Concepts
- Magnitude of Settlement
- Rate of Settlement
- Time to Specific Consolidation
- Differential Settlement
- Long-Term Settlement Behavior
Relationship To Central
Practical application for design and assessment
Concept
Mathematical Formulations
Sub Concepts
- Terzaghi's Consolidation Theory
- e-log σ' Relationships
- Tv-U Conversion Functions
- Settlement Formula Variants
- Logarithmic Functions
Relationship To Central
Tools to quantify and predict consolidation
Concept Connections
To
Compression Index (Cc)
From
Primary Consolidation Settlement
Strength
strong
Relationship
Cc directly determines magnitude of settlement through the settlement equation
To
Void Ratio (e)
From
Primary Consolidation Settlement
Strength
strong
Relationship
Initial void ratio e₀ appears in denominator of settlement formula; higher e₀ means more compressible soil
To
Coefficient of Consolidation (cv)
From
Time Rate of Consolidation
Strength
strong
Relationship
cv directly determines speed of water expulsion and consolidation time; appears in Tv formula
To
Degree of Consolidation (U)
From
Time Factor (Tv)
Strength
strong
Relationship
Tv and U are interdependent; U increases as Tv increases through non-linear logarithmic relationship
To
Time Factor (Tv)
From
Drainage Path (Hdr)
Strength
strong
Relationship
Hdr appears as square term in Tv; doubles in Hdr increases time by factor of 4
To
Compression Index (Cc)
From
Normally Consolidated (NC) Clay
Strength
strong
Relationship
NC clay uses Cc for entire loading history; slope of virgin e-log σ' curve
To
Recompression Index (Cr)
From
Overconsolidated (OC) Clay
Strength
strong
Relationship
OC clay uses smaller Cr when reloading within preconsolidation stress range
To
Overconsolidated (OC) Clay
From
Preconsolidation Stress (σ'c)
Strength
strong
Relationship
σ'c defines the boundary between Cr and Cc regions; critical threshold for settlement calculation
To
Drainage Path (Hdr)
From
Double Drainage
Strength
strong
Relationship
Double drainage reduces effective drainage path to H/2, accelerating consolidation by factor of 4
To
Drainage Path (Hdr)
From
Single Drainage
Strength
strong
Relationship
Single drainage uses full thickness H as drainage path, extending consolidation time
To
Primary Consolidation Settlement
From
Settlement Magnitude
Strength
strong
Relationship
Primary settlement is dominant component in saturated clay layers under sustained loading
To
Time Rate of Consolidation
From
Settlement Prediction & Analysis
Strength
moderate
Relationship
Cannot predict differential settlement without understanding rate; timing affects building tolerance
To
Primary Consolidation Settlement
From
Initial Effective Stress (σ'₀)
Strength
strong
Relationship
σ'₀ determines initial position on e-log σ' curve; final stress = σ'₀ + Δσ
To
Primary Consolidation Settlement
From
Stress Increase (Δσ)
Strength
strong
Relationship
Δσ represents load increment; larger Δσ increases vertical distance on logarithmic scale, increasing settlement
To
Time Factor (Tv)
From
U ≤ 60% Formula
Strength
strong
Relationship
Parabolic approximation Tv = π/4 × U² valid for early-stage consolidation
To
Time Factor (Tv)
From
U > 60% Formula
Strength
strong
Relationship
Logarithmic formula Tv = 1.781 - 0.933 × log(100-U) used for later-stage consolidation
To
Time Factor (Tv)
From
Terzaghi's Consolidation Theory
Strength
strong
Relationship
Terzaghi developed the mathematical framework relating Tv, U, and consolidation behavior
To
Drainage Path (Hdr)
From
Layer Thickness (H)
Strength
strong
Relationship
H is fundamental input; Hdr = H/2 (double) or H (single) determines actual drainage distance
To
Coefficient of Consolidation (cv)
From
Hydraulic Conductivity
Strength
moderate
Relationship
cv depends on both permeability (k) and compressibility; higher k allows faster consolidation
To
Primary Consolidation Settlement
From
Saturation Conditions
Strength
strong
Relationship
Consolidation theory applies to saturated soils; unsaturated soils exhibit different behavior
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