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CIVL 1101 Sieve Analysis 1/7 
Mechanical Analysis of Soil 
Mechanical Analysis of Soil 
 As complex as it is, soil can be described simply. 
 It consists of four major components: air, water, organic 
matter, and mineral matter. 
Mechanical Analysis of Soil 
 The structure of soil determines its suitability for concrete, 
road subsurface, building foundation, or filter media. 
 Soil has four constituent parts: 
 Sand is any soil particle larger than 0.06 millimeters (0.002 
inches). 
 Silt is any soil particle from 0.002 - 0.06 millimeters. 
 Clay is any soil particle below 0.002 millimeters, including 
colloidal clay so small it does not settle out of suspension in 
water. 
Mechanical Analysis of Soil 
Mechanical Analysis of Soil 
 The percentage distribution of those parts determines soil 
structure. 
 Mechanical analysis is the determination of the size range 
of particles present in a soil, expressed as a percentage of 
the total dry weight. 
 There are two methods generally used to find the particle-size 
distribution of soil: 
 (1) sieve analysis - for particle sizes larger than 0.075 mm 
in diameter, and 
 (2) hydrometer analysis - for particle sizes smaller 
than 0.075 mm in diameter. 
Mechanical Analysis of Soil 
Sieve analysis Hydrometer analysis
CIVL 1101 Sieve Analysis 2/7 
Sieve Analysis 
Sieve analysis consists of shaking the soil sample through a 
set of sieves that have progressively smaller openings. 
Sieve Analysis 
Sieve analysis consists of shaking the soil sample through a 
set of sieves that have progressively smaller openings. 
Sieve Analysis 
Sieve Number Opening (mm) 
4 4.750 
6 3.350 
8 2.360 
10 2.000 
16 1.180 
20 0.850 
30 0.600 
40 0.425 
50 0.300 
60 0.250 
80 0.180 
100 0.150 
140 0.106 
170 0.088 
200 0.075 
270 0.053 
Sieve Analysis 
 First the soil is oven dried and then all lumps are broken 
into small particle before they are passed through the 
sieves 
 After the completion of the 
shaking period the mass of 
soil retained on each sieve 
is determined 
Sieve Analysis 
The results of sieve analysis are generally expressed in 
terms of the percentage of the total weight of soil that 
passed through different sieves 
Mass of soil 
Sieve # Diameter retained on Percent Cumlative Percent 
(mm) each sieve (g) retained (%) retained (%) finer (%) 
10 2.000 0.00 0.00% 0.00% 100.00% 
16 1.180 9.90 2.20% 2.20% 97.80% 
30 0.600 24.66 5.48% 7.68% 92.32% 
40 0.425 17.60 3.91% 11.59% 88.41% 
60 0.250 23.90 5.31% 16.90% 83.10% 
100 0.150 35.10 7.80% 24.70% 75.30% 
200 0.075 59.85 13.30% 38.00% 62.00% 
Pan 278.99 62.00% 100.00% 0.00% 
Sum = 450.0 
Sieve Analysis 
The results of sieve analysis are generally expressed in 
terms of the percentage of the total weight of soil that 
passed through different sieves 
Mass of soil 
Sieve # Diameter retained on Percent Cumlative Percent 
(mm) each sieve (g) retained (%) retained (%) finer (%) 
10 2.000 0.00 0.00% 0.00% 100.00% 
16 1.180 9.90 2.20% 2.20% 97.80% 
30 0.600 24.66 5.48% 7.68% 92.32% 
40 0.425 17.60 3.91% 11.59% 88.41% 
60 0.250 23.90 5.31% 16.90% 83.10% 
100 0.150 35.10 7.80% 24.70% 75.30% 
200 0.075 59.85 13.30% 38.00% 62.00% 
Pan 278.99 62.00% 100.00% 0.00% 
Sum = 450.0
CIVL 1101 Sieve Analysis 3/7 
Sieve Analysis 
The results of sieve analysis are generally expressed in 
terms of the percentage of the total weight of soil that 
passed through different sieves 
Mass of soil 
Sieve # Diameter retained on Percent Cumlative Percent 
(mm) each sieve (g) retained (%) retained (%) finer (%) 
10 2.000 0.00 0.00% 0.00% 100.00% 
16 1.180 9.90 2.20% 2.20% 97.80% 
30 0.600 24.66 5.48% 7.68% 92.32% 
40 0.425 17.60 3.91% 11.59% 88.41% 
60 0.250 23.90 5.31% 16.90% 83.10% 
100 0.150 35.10 7.80% 24.70% 75.30% 
200 0.075 59.85 13.30% 38.00% 62.00% 
Pan 278.99 62.00% 100.00% 0.00% 
Sum = 450.0 
Particle-Size Distribution Curve 
 The results of mechanical analysis (sieve and hydrometer 
analyses) are generally presented by semi-logarithmic plots 
known as particle-size distribution curves. 
 The particle diameters are plotted in log scale, and the 
corresponding percent finer in arithmetic scale. 
Particle-Size Distribution Curve 
Silt and clay 
Sand 
Particle diameter (mm) 
Percent finer (%) 
Recommended Procedure 
1. Weigh to 0.1 g each sieve which is to be used 
2. Select with care a test sample which is representative 
of the soil to be tested 
3. Weigh to 0.1 a specimen of approximately 500 g 
of oven-dried soil 
4. Sieve the soil through a nest of sieves by hand 
shaking. At least 10 minutes of hand sieving is 
desirable for soils with small particles. 
5. Weigh to 0.1 g each sieve and the pan with the soil retained on them. 
6. Subtract the weights obtained in step 1 from those of step 5 to give 
the weight of soil retained on each sieve. 
The sum of these retained weights should be checked against the 
original soil weight. 
Calculations 
 Percentage retained on any sieve: 
weight of soil retained 100% 
  
total soil weight 
 Cumulative percentage retained on any sieve: 
  Percentage retained 
 Percentage finer than an sieve size: 
100% Percentage retained 
Effective Size, Uniformity Coefficient, and 
Coefficient of Gradation 
 Three basic soil parameters can be determined from 
these grain-size distribution curves: 
 Effective size 
 Uniformity coefficient 
 Coefficient of gradation 
 The diameter in the particle-size distribution curve 
corresponding to 10% finer is defined as the effective 
size, or D10.
CIVL 1101 Sieve Analysis 4/7 
Particle diameter (mm) 
Percent finer (%) 
Effective Size, Uniformity Coefficient, and 
Coefficient of Gradation 
 Find D10: 
Reading Semi-Logarithmic Scales 
 In science and engineering, a semi-log graph or semi-log 
plot is a way of visualizing data that are changing with 
an exponential relationship. 
 One axis is plotted on a logarithmic scale. 
 This kind of plot is useful when one of the variables being 
plotted covers a large range of values and the other has 
only a restricted range 
 The advantage being that it can bring out features in the 
data that would not easily be seen if both variables had 
been plotted linearly. 
Reading Semi-Logarithmic Scales 
 To facilitate use with logarithmic tables, one usually takes 
logs to base 10 or e 
 Let’s look at the log scale: 
8 9 
0.8 0.9 
0.1 1.0 10 
2 3 4 5 6 7 
0.2 0.3 0.4 0.5 0.6 0.7 
Reading Semi-Logarithmic Scales 
 To facilitate use with logarithmic tables, one usually takes 
logs to base 10 or e 
 Let’s look at some values on a log scale and practice 
interpolation values: 
0.24 
0.1 1.0 10 
0.2 0.3 
0.82 
0.8 0.9 
4.9 
4 5 
Particle diameter (mm) 
Percent finer (%) 
Effective Size, Uniformity Coefficient, and 
Coefficient of Gradation 
 Find D10: 
Particle diameter (mm) 
Percent finer (%) 
Effective Size, Uniformity Coefficient, and 
Coefficient of Gradation 
0.09 0.1 
D10 = 0.093 mm
CIVL 1101 Sieve Analysis 5/7 
Effective Size, Uniformity Coefficient, and 
Coefficient of Gradation 
 The uniformity coefficient is given by the relation: 
C D 
60 
10 
u 
D 
 
 Where D60 is the diameter corresponding to 60% finer in 
the particle-size distribution 
Effective Size, Uniformity Coefficient, and 
Coefficient of Gradation 
Particle diameter (mm) 
Percent finer (%) 
D60 = 0.51 mm 
 Find D60: 
Effective Size, Uniformity Coefficient, and 
Coefficient of Gradation 
 The coefficient of gradation may he expressed as: 
2 
30 
C D 
10 60 
c 
D D 
 
 
 Where D30 is the diameter corresponding to 30% finer in 
the particle-size distribution 
Effective Size, Uniformity Coefficient, and 
Coefficient of Gradation 
(%) 
finer D30 = 0.25 mm 
Percent Particle diameter (mm)  Find D30: 
Effective Size, Uniformity Coefficient, and 
Coefficient of Gradation 
For the particle-size distribution curve we just used, the 
values of D10, D30, and D60 are: 
D10 = 0.093 mm D30 = 0.25 mm D60 = 0.51 mm 
C D 
 0.51 5.5 
60 
10 
u 
D 
mm 
mm 
  
0.093 
2 
30 
C D 
10 60 
c 
D D 
 
 
(0.25 mm 
)2 1.3 
  
0.51  
0.093 
mm mm 
Effective Size, Uniformity Coefficient, and 
 The particle-size distribution curve shows not only the 
range of particle sizes present in a soil but also the type 
of distribution of various size particles. 
Particle diameter (mm) 
Percent finer (%) 
Coefficient of Gradation
CIVL 1101 Sieve Analysis 6/7 
Effective Size, Uniformity Coefficient, and 
 This particle-size distribution represents a soil in which 
the particles are distributed over a wide range, termed 
well graded 
Particle diameter (mm) 
Percent finer (%) 
Coefficient of Gradation 
Effective Size, Uniformity Coefficient, and 
 This particle-size distribution represents a type of soil in 
which most of the soil grains are the same size. This is 
called a uniformly graded soil. 
Particle diameter (mm) 
Percent finer (%) 
Coefficient of Gradation 
Effective Size, Uniformity Coefficient, and 
 This particle-size distribution represents such a soil. This 
type of soil is termed gap graded. 
Particle diameter (mm) 
Percent finer (%) 
Coefficient of Gradation 
Example Sieve Analysis 
 From the results of a sieve analysis, shown below, 
determine: 
(a) the percent finer than each sieve and plot a grain-size 
distribution curve, 
(b) D10, D30, D60 from the grain-size distribution curve, 
(c) the uniformity coefficient, Cu, and 
Sieve 
Number 
(d) the coefficient of gradation, Cc. 
Diameter 
(mm) 
Mass of soil retained 
on each sieve (g) 
4 4.750 28 
10 2.000 42 
20 0.850 48 
40 0.425 128 
60 0.250 221 
100 0.150 86 
200 0.075 40 
Pan –– 24 
Example Sieve Analysis 
Sieve 
Number 
Diameter 
(mm) 
Mass of soil retained 
on each sieve (g) 
4 4.750 28 
10 2.000 42 
20 0.850 48 
40 0.425 128 
60 0.250 221 
100 0.150 86 
200 0.075 40 
Pan –– 24 
Example Sieve Analysis 
Sieve 
Number 
Mass of soil 
retained 
on each sieve 
(g) 
Percent 
retained 
on each 
sieve (%) 
Cumulative 
percent 
retained on each 
sieve (%) 
Percent 
finer (%) 
4 28 4.54 4.54 95.46 
10 42 6.81 11.35 88.65 
20 48 7.78 19.13 80.87 
40 128 20.75 39.88 60.12 
60 221 35.82 75.70 24.30 
100 86 19.93 89.63 10.37 
200 40 6.48 96.11 3.89 
Pan 24 3.89 100.00 0 
617
CIVL 1101 Sieve Analysis 7/7 
Example Sieve Analysis 
Sieve 
Number 
Mass of soil 
retained 
on each sieve 
(g) 
Percent 
retained 
on each 
sieve (%) 
Cumulative 
percent 
retained on each 
sieve (%) 
Percent 
finer (%) 
4 28 4.54 4.54 95.46 
10 42 6.81 11.35 88.65 
20 48 7.78 19.13 80.87 
40 128 20.75 39.88 60.12 
60 221 35.82 75.70 24.30 
100 86 19.93 89.63 10.37 
200 40 6.48 96.11 3.89 
Pan 24 3.89 100.00 0 
617 
Particle diameter (mm) 
Percent finer (%) 
Example Sieve Analysis 
D10 = 0.14 mm 
D30 = 0.27 mm 
D60 = 0.42 mm 
Example Sieve Analysis 
 For the particle-size distribution curve we just used, the 
values of D10, D30, and D60 are: 
D10 = 0.14 mm D30 = 0.27 mm D60 = 0.42 mm 
C D 
 0.42 3.0 
60 
10 
u 
D 
0.14 
mm 
mm 
  
2 
30 
C D 
10 60 
c 
D D 
 
 
(0.27 mm 
)2 1.2 
  
0.42  
0.14 
mm mm 
Mechanical Analysis of Soil 
Any Questions? 
Particle diameter (mm) 
Percent finer (%)

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Sieve analysis for Soil

  • 1. CIVL 1101 Sieve Analysis 1/7 Mechanical Analysis of Soil Mechanical Analysis of Soil  As complex as it is, soil can be described simply.  It consists of four major components: air, water, organic matter, and mineral matter. Mechanical Analysis of Soil  The structure of soil determines its suitability for concrete, road subsurface, building foundation, or filter media.  Soil has four constituent parts:  Sand is any soil particle larger than 0.06 millimeters (0.002 inches).  Silt is any soil particle from 0.002 - 0.06 millimeters.  Clay is any soil particle below 0.002 millimeters, including colloidal clay so small it does not settle out of suspension in water. Mechanical Analysis of Soil Mechanical Analysis of Soil  The percentage distribution of those parts determines soil structure.  Mechanical analysis is the determination of the size range of particles present in a soil, expressed as a percentage of the total dry weight.  There are two methods generally used to find the particle-size distribution of soil:  (1) sieve analysis - for particle sizes larger than 0.075 mm in diameter, and  (2) hydrometer analysis - for particle sizes smaller than 0.075 mm in diameter. Mechanical Analysis of Soil Sieve analysis Hydrometer analysis
  • 2. CIVL 1101 Sieve Analysis 2/7 Sieve Analysis Sieve analysis consists of shaking the soil sample through a set of sieves that have progressively smaller openings. Sieve Analysis Sieve analysis consists of shaking the soil sample through a set of sieves that have progressively smaller openings. Sieve Analysis Sieve Number Opening (mm) 4 4.750 6 3.350 8 2.360 10 2.000 16 1.180 20 0.850 30 0.600 40 0.425 50 0.300 60 0.250 80 0.180 100 0.150 140 0.106 170 0.088 200 0.075 270 0.053 Sieve Analysis  First the soil is oven dried and then all lumps are broken into small particle before they are passed through the sieves  After the completion of the shaking period the mass of soil retained on each sieve is determined Sieve Analysis The results of sieve analysis are generally expressed in terms of the percentage of the total weight of soil that passed through different sieves Mass of soil Sieve # Diameter retained on Percent Cumlative Percent (mm) each sieve (g) retained (%) retained (%) finer (%) 10 2.000 0.00 0.00% 0.00% 100.00% 16 1.180 9.90 2.20% 2.20% 97.80% 30 0.600 24.66 5.48% 7.68% 92.32% 40 0.425 17.60 3.91% 11.59% 88.41% 60 0.250 23.90 5.31% 16.90% 83.10% 100 0.150 35.10 7.80% 24.70% 75.30% 200 0.075 59.85 13.30% 38.00% 62.00% Pan 278.99 62.00% 100.00% 0.00% Sum = 450.0 Sieve Analysis The results of sieve analysis are generally expressed in terms of the percentage of the total weight of soil that passed through different sieves Mass of soil Sieve # Diameter retained on Percent Cumlative Percent (mm) each sieve (g) retained (%) retained (%) finer (%) 10 2.000 0.00 0.00% 0.00% 100.00% 16 1.180 9.90 2.20% 2.20% 97.80% 30 0.600 24.66 5.48% 7.68% 92.32% 40 0.425 17.60 3.91% 11.59% 88.41% 60 0.250 23.90 5.31% 16.90% 83.10% 100 0.150 35.10 7.80% 24.70% 75.30% 200 0.075 59.85 13.30% 38.00% 62.00% Pan 278.99 62.00% 100.00% 0.00% Sum = 450.0
  • 3. CIVL 1101 Sieve Analysis 3/7 Sieve Analysis The results of sieve analysis are generally expressed in terms of the percentage of the total weight of soil that passed through different sieves Mass of soil Sieve # Diameter retained on Percent Cumlative Percent (mm) each sieve (g) retained (%) retained (%) finer (%) 10 2.000 0.00 0.00% 0.00% 100.00% 16 1.180 9.90 2.20% 2.20% 97.80% 30 0.600 24.66 5.48% 7.68% 92.32% 40 0.425 17.60 3.91% 11.59% 88.41% 60 0.250 23.90 5.31% 16.90% 83.10% 100 0.150 35.10 7.80% 24.70% 75.30% 200 0.075 59.85 13.30% 38.00% 62.00% Pan 278.99 62.00% 100.00% 0.00% Sum = 450.0 Particle-Size Distribution Curve  The results of mechanical analysis (sieve and hydrometer analyses) are generally presented by semi-logarithmic plots known as particle-size distribution curves.  The particle diameters are plotted in log scale, and the corresponding percent finer in arithmetic scale. Particle-Size Distribution Curve Silt and clay Sand Particle diameter (mm) Percent finer (%) Recommended Procedure 1. Weigh to 0.1 g each sieve which is to be used 2. Select with care a test sample which is representative of the soil to be tested 3. Weigh to 0.1 a specimen of approximately 500 g of oven-dried soil 4. Sieve the soil through a nest of sieves by hand shaking. At least 10 minutes of hand sieving is desirable for soils with small particles. 5. Weigh to 0.1 g each sieve and the pan with the soil retained on them. 6. Subtract the weights obtained in step 1 from those of step 5 to give the weight of soil retained on each sieve. The sum of these retained weights should be checked against the original soil weight. Calculations  Percentage retained on any sieve: weight of soil retained 100%   total soil weight  Cumulative percentage retained on any sieve:   Percentage retained  Percentage finer than an sieve size: 100% Percentage retained Effective Size, Uniformity Coefficient, and Coefficient of Gradation  Three basic soil parameters can be determined from these grain-size distribution curves:  Effective size  Uniformity coefficient  Coefficient of gradation  The diameter in the particle-size distribution curve corresponding to 10% finer is defined as the effective size, or D10.
  • 4. CIVL 1101 Sieve Analysis 4/7 Particle diameter (mm) Percent finer (%) Effective Size, Uniformity Coefficient, and Coefficient of Gradation  Find D10: Reading Semi-Logarithmic Scales  In science and engineering, a semi-log graph or semi-log plot is a way of visualizing data that are changing with an exponential relationship.  One axis is plotted on a logarithmic scale.  This kind of plot is useful when one of the variables being plotted covers a large range of values and the other has only a restricted range  The advantage being that it can bring out features in the data that would not easily be seen if both variables had been plotted linearly. Reading Semi-Logarithmic Scales  To facilitate use with logarithmic tables, one usually takes logs to base 10 or e  Let’s look at the log scale: 8 9 0.8 0.9 0.1 1.0 10 2 3 4 5 6 7 0.2 0.3 0.4 0.5 0.6 0.7 Reading Semi-Logarithmic Scales  To facilitate use with logarithmic tables, one usually takes logs to base 10 or e  Let’s look at some values on a log scale and practice interpolation values: 0.24 0.1 1.0 10 0.2 0.3 0.82 0.8 0.9 4.9 4 5 Particle diameter (mm) Percent finer (%) Effective Size, Uniformity Coefficient, and Coefficient of Gradation  Find D10: Particle diameter (mm) Percent finer (%) Effective Size, Uniformity Coefficient, and Coefficient of Gradation 0.09 0.1 D10 = 0.093 mm
  • 5. CIVL 1101 Sieve Analysis 5/7 Effective Size, Uniformity Coefficient, and Coefficient of Gradation  The uniformity coefficient is given by the relation: C D 60 10 u D   Where D60 is the diameter corresponding to 60% finer in the particle-size distribution Effective Size, Uniformity Coefficient, and Coefficient of Gradation Particle diameter (mm) Percent finer (%) D60 = 0.51 mm  Find D60: Effective Size, Uniformity Coefficient, and Coefficient of Gradation  The coefficient of gradation may he expressed as: 2 30 C D 10 60 c D D    Where D30 is the diameter corresponding to 30% finer in the particle-size distribution Effective Size, Uniformity Coefficient, and Coefficient of Gradation (%) finer D30 = 0.25 mm Percent Particle diameter (mm)  Find D30: Effective Size, Uniformity Coefficient, and Coefficient of Gradation For the particle-size distribution curve we just used, the values of D10, D30, and D60 are: D10 = 0.093 mm D30 = 0.25 mm D60 = 0.51 mm C D  0.51 5.5 60 10 u D mm mm   0.093 2 30 C D 10 60 c D D   (0.25 mm )2 1.3   0.51  0.093 mm mm Effective Size, Uniformity Coefficient, and  The particle-size distribution curve shows not only the range of particle sizes present in a soil but also the type of distribution of various size particles. Particle diameter (mm) Percent finer (%) Coefficient of Gradation
  • 6. CIVL 1101 Sieve Analysis 6/7 Effective Size, Uniformity Coefficient, and  This particle-size distribution represents a soil in which the particles are distributed over a wide range, termed well graded Particle diameter (mm) Percent finer (%) Coefficient of Gradation Effective Size, Uniformity Coefficient, and  This particle-size distribution represents a type of soil in which most of the soil grains are the same size. This is called a uniformly graded soil. Particle diameter (mm) Percent finer (%) Coefficient of Gradation Effective Size, Uniformity Coefficient, and  This particle-size distribution represents such a soil. This type of soil is termed gap graded. Particle diameter (mm) Percent finer (%) Coefficient of Gradation Example Sieve Analysis  From the results of a sieve analysis, shown below, determine: (a) the percent finer than each sieve and plot a grain-size distribution curve, (b) D10, D30, D60 from the grain-size distribution curve, (c) the uniformity coefficient, Cu, and Sieve Number (d) the coefficient of gradation, Cc. Diameter (mm) Mass of soil retained on each sieve (g) 4 4.750 28 10 2.000 42 20 0.850 48 40 0.425 128 60 0.250 221 100 0.150 86 200 0.075 40 Pan –– 24 Example Sieve Analysis Sieve Number Diameter (mm) Mass of soil retained on each sieve (g) 4 4.750 28 10 2.000 42 20 0.850 48 40 0.425 128 60 0.250 221 100 0.150 86 200 0.075 40 Pan –– 24 Example Sieve Analysis Sieve Number Mass of soil retained on each sieve (g) Percent retained on each sieve (%) Cumulative percent retained on each sieve (%) Percent finer (%) 4 28 4.54 4.54 95.46 10 42 6.81 11.35 88.65 20 48 7.78 19.13 80.87 40 128 20.75 39.88 60.12 60 221 35.82 75.70 24.30 100 86 19.93 89.63 10.37 200 40 6.48 96.11 3.89 Pan 24 3.89 100.00 0 617
  • 7. CIVL 1101 Sieve Analysis 7/7 Example Sieve Analysis Sieve Number Mass of soil retained on each sieve (g) Percent retained on each sieve (%) Cumulative percent retained on each sieve (%) Percent finer (%) 4 28 4.54 4.54 95.46 10 42 6.81 11.35 88.65 20 48 7.78 19.13 80.87 40 128 20.75 39.88 60.12 60 221 35.82 75.70 24.30 100 86 19.93 89.63 10.37 200 40 6.48 96.11 3.89 Pan 24 3.89 100.00 0 617 Particle diameter (mm) Percent finer (%) Example Sieve Analysis D10 = 0.14 mm D30 = 0.27 mm D60 = 0.42 mm Example Sieve Analysis  For the particle-size distribution curve we just used, the values of D10, D30, and D60 are: D10 = 0.14 mm D30 = 0.27 mm D60 = 0.42 mm C D  0.42 3.0 60 10 u D 0.14 mm mm   2 30 C D 10 60 c D D   (0.27 mm )2 1.2   0.42  0.14 mm mm Mechanical Analysis of Soil Any Questions? Particle diameter (mm) Percent finer (%)