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CHAPTER 1 PHYSICAL PROPERTIES AND ENGINEERING CLASSIFICATION OF SOIL
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§1 Physical properties and classification of soil
§1.1 formation of soil §1.2 tri-phase components of soil §1.3 soil fabric §1.4 phase relations §1.5 physical states and Index §1.6 soil compaction §1.7 soil classification
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physical or mechanical properties
§1.1 formation of soil physical or mechanical properties formation process formation condition influence Soil formed by rock in different condition after weathering. rock earth soil earth weathering transportation 、deposit
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Soil Formation ~ in situ weathering (by by wind, water and ice.
Parent Rock Residual soil ~ in situ weathering (by physical & chemical agents) of parent rock Transported soil ~ weathered and transported far away by wind, water and ice.
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Residual Soils Formed by in situ weathering of parent rock
Soil grain sizes vary in large range Mineralogy is dependent of parent rock
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Transported Soils Transported by: Special name: “Aeolian” “Marine”
wind sea (salt water) lake (fresh water) river ice Special name: “Aeolian” “Marine” “Lacustrine” “Alluvial” “Glacial”
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§1.2 tri-phase components of soil
§1 Physical properties and classification of soil §1.2 tri-phase components of soil Soil mass solid phase + liquid phase + vapor phase secondary effect composing soil framework, final effect significant effect
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1.2.1 solid phase solid grain
grading级配 mineral components grain shape physical state &mechanical characteristics
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Minerals Minerals are crystalline materials and make up the solids constituent of a soil. The mineral particles of fine-grained soils are platy. Minerals are classified according to chemical composition and structure. Original mineral:quartz, feldspar, isinglass, hornblende and pyroxene. Secondary mineral:consists mainly of clay mineral
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Clay Minerals 1. Sizes smaller than 2 m 2. Tiny flakes or needles in
shape 3. Soil has plasticity only if it contains clay minerals
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• Final product of weathering • Consisting of two distinct structural
Clay minerals • Final product of weathering • Consisting of two distinct structural units. hydroxyl or oxygen aluminium or magnesium 0.29 nm Aluminium Octahedron oxygen silicon 0.26 nm Silicon tetrahedron
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hexagonal hole
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Tetrahedral & Octahedral Sheets
For simplicity, we represent silica tetrahedral sheet by: Si and alumina octahedral sheet by: Al
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Different Clay Minerals
Different combinations of tetrahedral and octahedral sheets form different clay minerals: 1:1 Clay Mineral (e.g., kaolinite, halloysite):
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Different Clay Minerals
Different combinations of tetrahedral and octahedral sheets form different clay minerals: 2:1 Clay Mineral (e.g., montmorillonite, illite)
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used in paints, paper and in pottery and pharmaceutical industries
Kaolinite used in paints, paper and in pottery and pharmaceutical industries (OH)8Al4Si4O10 Al Si Typically 70-100 layers joined by strong H-bond no easy separation Al Si 0.72 nm joined by oxygen sharing
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also called smectite; expands on contact with water
Montmorillonite also called smectite; expands on contact with water Si Al 0.96 nm Al Si easily separated by water joined by weak van der Waal’s bond
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Bentonite Ahighly reactive (expansive) clay high affinity to water
Montmorillonite Ahighly reactive (expansive) clay swells on contact with water high affinity to water (OH)4Al4Si8O20.nH2O Bentonite montmorillonite family y used as drilling mud, in slurry trench walls, stopping leaks
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Montmorillonite cation exchange capacity, and affinity to water.
Montmorillonites have very high specific surface, cation exchange capacity, and affinity to water. They form reactive clays. Montmorillonites have very high liquid limit (100+), plasticity index and activity (1-7). Bentonite (a form of Montmorillonite) is frequently used as drilling mud.
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Illite Si joined by K+ ions Si Al fit into the hexagonal 0.96 nm Si Al
holes in Si-sheet 0.96 nm
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Summary
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Others Clay Minerals Vermiculite蛭石 tubular structure
Chlorite绿泥石 A2:1:1 mineral. Halloysite埃洛石 kaolinite family tubular structure Si Al or Mg Al Vermiculite蛭石 montmorillonite family swelling clay Attapulgite凹凸棒石 chain structure needle-like appearance
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Shapes of soil particles
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Soil Grain Size Grain size (mm) Cohesive soils Granular soils or
Non-cohesive soils Clay Silt 0.002 Sand Gravel Cobble 63 Boulder 0.075 4.75 200 Grain size (mm) Fine grain soils Coarse grain soils
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• In coarse grain soils …... By sieve analysis
Grain Size Distribution (GSD) Determination of GSD: • In coarse grain soils …... By sieve analysis In fine grain soils …... By hydrometer analysis hydrometer stack of sieves sieve shaker soil/water suspension Sieve Analysis Hydrometer Analysis
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Grain size distribution curve
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D60 Cu D10 D Cc (D60D10) Cu : Coefficient of uniformity
Cc and Cu Cu : Coefficient of uniformity D60 is the diameter of the soil particles for which 60% of the particles are finer. D60 D10 Cu Cc :Coefficient of curvature 2 30 (D60D10) D Cc
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Well or Poorly Graded Soils
Two special cases: (a) Uniform soils – grains of same size (b) Gap graded soils – no grains in a specific size range Well Graded Soils Wide range of grain sizes Gravels: Cc = 1-3 & Cu >4 Sands: Cc = 1-3 & Cu >6
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Well graded Poorly graded
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liquid phase Water in soil is the liquid phase, and its types and quantities have important influence upon the state and porosities of soil. crystal water : mineral inner water combined water: water absorbed on soil grain surface free water: water out of electric field gravitation soil ice: free water freeze
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Absorbed water powerful absorbed water
close arrange、powerful directing property density>1g/cm3 freezing point is minus dozens degrees having solid character temperature>100°C can vapor feeble absorbed water outside powerful combined water,inside electric-field attractive force can move in the effect of outside force not remove as a result of gravitational force ,having viscidity
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free water bulk water under gravitation, can flow in soil
exist between solid and gas under gravitation and surface tension, can move on soil grain interspace freely capillary water
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Vapor phase 3. soil gas free gas:connect atmosphere,no great effect on soil properties closed gas:enhance soil elasticity;block seepage flow channel
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Clay Fabric Flocculated §1.3 Soil fabric face-to-face contact
edge-to-face contact Flocculated face-to-face contact Dispersed
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coarse-grained soil fabric
point to point contact 、point to plane contact forces among particles: gravitation,capillary force mineral component: original mineral
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§1.4 Phase Relations Soil is a three phase system: Solids Water Air
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To compute the masses (or weights) and
Objectives To compute the masses (or weights) and volumes of the three different phases in soil Va Ma=0 air M = mass (kg, Mg) Vv W =weight (kN) V = volume (m3) s = soil grains Vw water Mw Mt Vt w = water a = air v = voids soil Vs Ms t = total
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MW w = Soil Water (Moisture) Content, w (%)
A measure of water present in soil. Va Vw Ma=0 Mw MW M S air water X 100% Vv w = Mt Vt soil Vs Ms Expressed as percentage. Range = 0 ~ >> 100%. Phase Diagram
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Soil Void Ratio, e [-] V V e= A measure of the void volume in soil. Va
Vw Ma=0 Mw V V V S air water Vv e= Mt Vt soil Vs Ms Range = 0.3 ~ > 3 Phase Diagram
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VV n= Another measure of soil void volume Va Ma=0 air Vv Vw water Mw
Soil Porosity, n [-] or % Another measure of soil void volume VV Vt n= Va Ma=0 air Vv Vw water Mw Mt Vt soil Vs Theoretical range: 0 – 100% Ms
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VW Degree of Saturation, S % S=
The percentage of the void volume filled by water. Va Vw Ma=0 Mw VW VV air water X 100% Vv S= Mt Vt Range: 0 – 100% soil Vs Ms Dr y Saturate d Phase Diagram
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A Simple Example When Vs = Vv and Va = Vw e=? S= ? n=? air water soil
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Density of the soil in the current state.
Bulk Density, b[kg/m3, Mg/m3] Density of the soil in the current state. Va Vw Vs Ma=0 Mw Ms air water soil Mt Vt kg/m3 Vv b = Mg/m3, Mt Vt Units: Phase Diagram
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d =? Dry density (soil voids are filled with air). Va Ma=0 air Vv Mt
Special cases of bulk density -1 1 Dry density (soil voids are filled with air). d =? Va Ma=0 air Vv Mt Vt soil Vs Ms Phase Diagram
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sat =? Saturated density (soil voids are filled with water). Vv water
Special cases of bulk density -2 2 Saturated density (soil voids are filled with water). sat =? Vv water Vw Mw Mt Vt soil Vs Ms Phase Diagram
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Specific Gravity, Gs [-]
Ratio of solid density and water density s w Gs air water w Typical values for soil (inorganic) solids: soil Gsw Gs = 2.5 – 2.8 Phase Diagram
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If we set Vs = 1 air e Se Sew water soil 1 Gsw Phase Diagram V w
Useful Equations-1 If we set Vs = 1 e V v S V w air e V Se Sew water t M s w soil 1 Gsw Phase Diagram
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MW w VV n If we set Vs = 1 water e Se Sew soil 1 Gsw
Useful Equations-2 If we set Vs = 1 MW M S w air water e Se Sew VV Vt n soil 1 Gsw Phase Diagram
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Useful Equations-3 b d Mt sat Mt(S 0 ) Mt(S 1) water
Vt b air water Mt(S 1) Vt sat e Se Sew Mt(S 0 ) Vt d soil 1 Gsw Phase Diagram
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Density and Unit Weight
Bulk, saturated, dry and submerged unit weights () = g N/m3 kN/m3 9.81 m/s2 kg/m3 Mg/m3
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Assume GS (2.6-2.8) if the soil is natural and inorganic
A Gentle Reminder Try not to memorize the equations. Understand the definitions, and develop the relations from the phase diagram; Assume GS ( ) if the soil is natural and inorganic (unless you are required to calculate it!); Do not mix densities and unit weights; Soil grains are incompressible. Their mass (Ms) and volume ( (Vs) remain the same at any void ratio; Phase relations do not reflect soil grain size distributions
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Example 1 A saturated soil has a 38.0% and a specific
moisture content of 38.0% and a specific air e gravity of solids of 2.73. Compute the void ratio, porosity Se water Sew and unit weight (kN/m3) of this soil. soil 1 Gsw Phase Diagram
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air e Se water Sew soil 1 Gsw Phase Diagram
Example 2 On a construction site, the soil bulk density and water content have been measured as = 1.76 Mg/m3, w = 10%. In the air e subsurface survey report, you need to report: d (dry density) 1. Se water Sew 2. 3 3. 4. 5. e (void ratio) n (porosity) S (degree of saturation) sat(saturated density) soil 1 Gsw Phase Diagram
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Exercise Va Vw Vs Ma=0 Mw Ms water Vv Mt Vt Prove: d= b/(1+w) air
soil Vv Mt Vt
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§1.5 physical states and Index
Relative Density (Dr) ASTM D4253 and D4254 Indication of how densely the grains are packed in a coarse grain soil. Loosest 100% Densest emax e emin Dr Also known as density index (ID) ).
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Consistency y of g granular soils:
Judged by relative density Relative Density (%) 0-15 15-35 35-65 65-85 85-100 Consistency Term Very loose Loose Medium dense Dense Very dense
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Fines in Soil Fines: Soil solids passing #200 Sieve (< 74 m)
Consistency of fines: Very soft: exudes between fingers Soft: very easy to mould and sticks to hand Firm: moulds easily with moderate pressure Very firm: moulds only with considerate pressure Hard: will not mould under pressure in the hand Crumbly: breaks up into crumps
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Atterberg Limits – for classification
of fines A set of border line soil water contents that separate the different states of a fine grained soil water content liquid Shrinkage limit brittle- Plastic limit Liquid limit semi- plastic solid solid
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Atterberg Limits – 3 components
Liquid Limit (wL or LL): Clay flows like liquid when w > LL Plastic Limit (wP or PL): Lowest water content where the clay is still plastic Shrinkage Limit (wS or SL): At w<SL, no volume reduction on drying
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Measure Liquid Limit (LL)
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Measure Plastic Limit (PL)
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Plasticity Index = Liquid Limit – Plastic Limit
Plasticity Index (PI) Range of water content over which the soil remains plastic Plasticity Index = Liquid Limit – Plastic Limit water content Shrinkage limit Plastic limit Liquid limit plastic
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Plasticity Index PI = LL-PL:
Indicator of soil plasticity PI 3-15 15-30 >30 Classification Non plastic Slightly plastic Medium plastic Highly plastic Dry strength Very low Slight Medium High
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Liquidity Index (IL) wn I L LL w, % Shrinkage PL LL limit PL
Wn = natural soil moisture content I L w, % Shrinkage PL LL limit PI
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IL : Indicator of soil liquefiability
<0 0 <IL < 1 IL > 1 wn wn < PL PL < wn < LL wn > LL Soil condition Non-plastic, non- liquefiable Plastic, non-liquefiable Liquefiable
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This is a soil profile from
a site in Gloucester, Ontario. The Soil can be divided into two layers: layer 1: A, B, C, D and layer 2: E. 1. What can we conclude from the inspection of the soil profile? 2. Estimate the liquidity index for Layer 2.
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Compaction of Earth Works
§1.6 soil compaction Compaction of Earth Works Ref: Coduto Chapter 6 1
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What is compaction? + water = A simple ground improvement technique,
where the soil is densified through external compaction effort. Compaction effort + water = 2
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Compaction: reduce air and water i in soil il
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Field Compaction Different types of rollers (clockwise from right):
Smooth-wheel roller Vibratory roller Pneumatic rubber tired roller Sheep-foot roller 4
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Vibrating Plates for compacting very small areas Field Compaction
effective for granular soils 5
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Smooth Wheeled Roller Compacts effectively only to 200-300 mm;
Field Compaction Smooth Wheeled Roller • Compacts effectively only to mm; Place the soil in shallow layers (lifts) 6
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Field Compaction (2-3m) compaction. e.g., air field Impact Roller
Provides deeper (2-3m) compaction. e.g., air field 7
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Provides kneading action Very effective on clays
Field Compaction Sheep-foot Roller Provides kneading action Very effective on clays 8
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Advantage of sheep- -foot roller in compaction of clay liners
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Dynamic Co ompaction limestone Pounder (Tamper)
Suitable for granular soils, land fills and karst terrain with sink holes. solution cavities in Pounder (Tamper) limestone Crater created by the impact (to be backfilled) 10
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Compaction Curve • Higher maximum dry E2 (>E1) E1
Increasing compaction energy results in: • Lower optimum d) density ( Dry d water content • Higher maximum dry E2 (>E1) density E1 Water content 12
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Compaction Curve b 1 w Gs w 1 wGs /S d d 13
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compaction on soil fabric in clays
Effect of moisture content during compaction on soil fabric in clays 14
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Laboratory Compaction Test
Modified Proctor: • 5 layers • 25 blows per layer • 4.9 kg hammer • 450 mm drop Standard Proctor: • 3 layers • 25 blows per layer • 2.7 kg hammer • 300 mm drop 1000 ml compaction mould (1.0 x 10-3 m3) 15
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Laboratory y Compaction Test 16
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Compaction Control 17
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Measure density and water content in field
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Nuclear meter 19
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Compaction Specifications
– Design specifications • For sands and gravels: relative density (ID) • For fine grained soils, relative compaction ( R) and soil moisture content – Prescriptive specifications – contractor builds a test pad to establish compaction effort required to achieve the end result , including • the compaction equipment • thickness of soil layers • number of travels • soil water content, , etc. 21
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Shrink and Swell from Cut to Fill
Make sure the definition is clear to all parties on the job; Cut and fill specifications must be careful determined Shrinkage factor is sensitive to errors – it could lead to serious economic problems during a job 22
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d fill dcut Shrinkage Factor SF ( 1)100%
• Make sure the definition is clear to all parties on the job • Cut and fill specifications must be careful determined • SF calculations are sensitive to errors – it could lead to serious economic problems during a job 23
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§1.7 soil classification United Soil Classification System (USCS)
•Developed by A. Casagrande in 1948 •ASTM Standard D2487 •Commonly used by geotechnical engineers •Require two sets of tests for soil classification, i.e. •Gradation (sieve and hydrometer) tests •Atterberg limits (PL, LL) tests
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USCS Symbols coarse grain soils f fine grain soils % of fines YB XY
5 12 50 YB 100 XY e.g., CH, ML e.g., SM, GC XA XA-XY e.g., GP e.g., SP-SC, GW-GM SW B: Plasticity A: Gradation W = well graded P = poorly graded (Cc and Cu) H: LL > 50 L: LL < 50 (C’s Chart) X: Coarse G = Gravel S = Sands (Sieve analysis) Y: Fines M = Silts C = Clays (C’s Chart)
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Casagrande’s s Plasticity Chart
U-line: IP = 0.9(wL – 8) A-line: IP = 0.73 (wL – 20)
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Fine grained soils (> 50% passing #200 sieve)
Coduto pp. 175
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Coarse grained soils (< 50% passing #200 sieve)
Coduto pp. 178
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Other considerations -1
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Other considerations -2
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Other considerations -3
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Other considerations -4
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Applicability and Limitations
“ It is not possible to classify all soils into a relatively small number of groups such that the relation of each soil to the many divergent problems of applied soil mechanics will be adequately addressed.” Arthur Casagrade 1948
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