Triaxial Test
The triaxial compression test is one of the most reliable laboratory methods for determining the shear strength characteristics of soil. Unlike the Direct Shear Test, where the failure plane is predetermined, the triaxial test allows the soil specimen to fail along its weakest plane under controlled stress conditions.
In the triaxial test, a cylindrical soil specimen enclosed in a thin rubber membrane is subjected to an all-round confining pressure and an additional axial load until failure occurs. The test enables the determination of the shear strength behaviour of soils under conditions that closely simulate those encountered in the field.
The principal stresses acting on the soil specimen are:
- Major principal stress, ,
- Minor principal stress, .
The deviator stress is given by:
where,
- = deviator stress,
- = major principal stress,
- = minor principal stress or confining pressure.
The total axial stress applied to the specimen is:
Importance of the Triaxial Test
The triaxial test provides valuable information about the mechanical behaviour of soils under different loading and drainage conditions.
The test is used to determine:
- Shear strength characteristics.
- Cohesion and angle of internal friction.
- Stress-strain behaviour.
- Pore water pressure response.
- Deformation characteristics of soil.
The triaxial test is widely regarded as one of the most versatile laboratory tests in geotechnical engineering.
Principle of the Triaxial Test
A cylindrical soil specimen is enclosed within a rubber membrane and placed inside a triaxial chamber filled with water. A uniform confining pressure is applied to the specimen through the chamber fluid, while an additional vertical load is gradually applied until the specimen fails.
During the test, the following quantities may be measured:
- Confining pressure.
- Axial load.
- Axial deformation.
- Pore water pressure.
- Volume change of the specimen.
By performing the test under different confining pressures, the shear strength parameters of the soil can be determined.
Types of Triaxial Tests
Depending on the drainage conditions during consolidation and shearing, triaxial tests are classified into three types.
Unconsolidated Undrained (UU) Test
In the UU test, the soil specimen is not allowed to consolidate or drain during the application of confining pressure and axial loading.
- Suitable for saturated cohesive soils.
- Provides undrained shear strength.
- The test can be completed relatively quickly.
Consolidated Undrained (CU) Test
In the CU test, the specimen is allowed to consolidate under the confining pressure before shearing, but drainage is prevented during the shearing stage.
- Represents many practical field conditions.
- Pore water pressures may be measured during the test.
- Both total and effective stress analyses can be performed.
Consolidated Drained (CD) Test
In the CD test, the specimen is allowed to consolidate and drain completely during both the consolidation and shearing stages.
- Suitable for long-term loading conditions.
- Excess pore water pressures do not develop.
- Effective stress parameters are obtained directly.
The choice of test depends on the type of soil and the field conditions being simulated.
Factors Affecting Triaxial Behaviour
The behaviour of soil during a triaxial test depends on:
- Soil type.
- Density of the soil.
- Water content.
- Drainage conditions.
- Magnitude of confining pressure.
- Rate of loading.
Different combinations of these factors influence the strength and deformation characteristics of the soil.
Engineering Applications
The triaxial compression test is extensively used in geotechnical engineering for:
- Foundation design.
- Slope stability analysis.
- Earth dam design.
- Retaining structure design.
- Embankment construction.
- Evaluation of bearing capacity.
- Analysis of soil behaviour under complex stress conditions.
Since soils in the field are generally subjected to three-dimensional states of stress, the triaxial test provides a realistic assessment of their strength and deformation characteristics. The accurate determination of triaxial shear strength parameters is therefore essential for the safe and economical design of geotechnical engineering structures.