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Principles of Foundation Engineering, SI Edition (8 See this solution in the app
Problem
A saturated soil specimen has w =36% and γd = 13.43 kN/m3. Determine: a. Void ratio b. Porosity c. Specific gravity of soil solids d. Saturated unit weight (in lb/ft3)
Step-by-step solution
Step 1 of 6 (a) Calculate void ratio by using the for dry unit weight equation. …… (1) Here,
is the unit weight of water, e is the void ratio and
is the specific gravity of soil
solids. Represent the formula for specific gravity of soil solids, for a saturated soil.
Here, w is the moisture content.
Comment
Step 2 of 6
Substitute
for
in equation (1).
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Comment
Step 3 of 6 Substitute
for
,
for w, and
Therefore, the obtained value of void ratio is
for
.
.
The denser the soil, the less is the void ratio.
Comment
Step 4 of 6 (b) Calculate the porosity of the soil by using the equation.
Substitute 0.97 for e.
Therefore, the porosity of the soil is
.
The higher the void ratio the more will be the porosity, although the relationship is not linear.
Comment
Step 5 of 6 (c) Calculate the specific gravity of soil solids by using the equation.
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Substitute 0.97 for e, and
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for w in equation Bookmark
Chapter 2, Problem 4P
Therefore, the specific gravity for this soil is
.
The specific gravity of most soils is commonly in the range of 2.55 to 2.75.
Comment
Step 6 of 6 (d) Calculate the saturated unit weight of the soil by using the equation.
Substitute 0.97 for e, 2.69 for
, and
for
.
Therefore, the saturated unit weight of the soil is
.
Compared to the dry unit weight and bulk unit weight, the saturated unit weight for any soil is the highest.
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Chapter 2, Problem 4P
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