Volume of voids to total volume of soil expressed in percentage is called:
Porosity
Soil is typically considered a three-phase material consisting of solid particles, water, and air. The spaces between the solid particles are called voids, which can be filled with either water or air, or both.
Different ratios are used in soil mechanics to describe the proportions of these phases. The question asks about the ratio of the volume of voids to the total volume of soil, expressed as a percentage.
Let's examine each option based on its standard definition:
Comparing the definition given in the question (Volume of voids to total volume of soil expressed in percentage) with the definitions above, we see that it exactly matches the definition of Porosity ($n$).
The formula for porosity is:
\( n = \frac{V_v}{V} \)
Where:
When expressed as a percentage, it is \( n (\%) = \frac{V_v}{V} \times 100\% \).
Therefore, the term for the ratio of the volume of voids to the total volume of soil, expressed in percentage, is Porosity.
A soil sample with specific gravity of solids 2.70 has a mass specific gravity of 1.84. Assuming soil to be perfectly dry, the void ratio of soil will be
If the given soil sample is having volume of voids equal to the volume of solids, then the values of void ratio and porosity are__________ respectively.
The given soil sample is having porosity value of 30% and degree of saturation 78%, then the percentage air voids is _____.
As per the Indian standards the standard temperature for reporting specific gravity is ________.
The compacted soil sample has 250 g mass and 1.89 g/cm3 density using 12% water content. If the specific gravity of the soil is 2.74 and density of water is 1 g/cm3, the degree of saturation is approximately _______.