Testing of Bricks: Procedures and Standards
Testing of Bricks: Procedures and Standards
To ensure the structural integrity of a building, bricks must undergo several laboratory and field tests. The primary tests are as follows:
1. Compressive Strength Test
This is the most critical test to determine the load-bearing capacity of the brick.
Procedure: 5 random bricks are soaked in water for 24 hours. Their frogs are filled with 1:3 cement-sand mortar and cured for 3 days.
Testing: The bricks are placed in a Compression Testing Machine (CTM) between plywood sheets. Load is applied at a rate of 140 $kg/cm^2$ per minute until failure.
Standard: The average of 5 bricks is reported. Any value 20% lower than the average is discarded.
2. Water Absorption Test
This test determines the durability and porosity of the brick.
Procedure: Bricks are dried in an oven at 110°C to 115°C to get the dry weight ($W_d$). They are then immersed in water at 27°C for 24 hours to get the wet weight ($W_w$).
Formula: $Percentage\ Absorption = \frac{W_w - W_d}{W_d} \times 100$
Limit: For a good quality brick, this should generally not exceed 20% of its dry weight.
3. Efflorescence Test (Alkali Test)
Efflorescence is the white powdery deposit caused by soluble salts.
Procedure: Bricks are placed vertically in a dish with 2.5 cm of distilled water. Once the water evaporates, the process is repeated.
Reporting:
Nil: No salt deposits.
Slight: Less than 10% area covered.
Moderate: Up to 50% area covered without powdering.
Heavy/Serious: More than 50% area with surface flaking or powdering.
Requirement: For general construction, it should not exceed 'Moderate'.
[Image showing different levels of efflorescence on bricks]
4. Field Tests (Quick Checks)
These tests can be performed directly at the construction site:
Hardness: Scratch the surface with a finger nail; it should leave no impression.
Soundness: Strike two bricks together; they should produce a clear metallic ringing sound and not break.
Structure: Break a brick to inspect its internal structure. It should be homogeneous, compact, and free from defects like voids or lumps.
Dimensional Tolerance: 20 bricks are measured together to check for size variations. Class I bricks allow a $\pm3\%$ variation.
This is a great practical example for civil engineering students to understand how the 20% rule is applied.
Example: Calculation of Compressive Strength of Bricks
Imagine we are testing a batch of Class 10 (100 $kg/cm^2$) bricks. We test 5 samples, and the results are as follows:
| Brick No. | Applied Load (kg) | Area (cm2) | Strength (kg/cm2) | Status (Check) |
| 1 | 19,000 | 190 | 100 | Accepted |
| 2 | 20,900 | 190 | 110 | Accepted |
| 3 | 18,050 | 190 | 95 | Accepted |
| 4 | 11,400 | 190 | 60 | Discarded (Value too low) |
| 5 | 19,950 | 190 | 105 | Accepted |
Step-by-Step Technical Calculation:
Calculate Initial Average:
First, find the average of all 5 tested values.
$$Average = \frac{100 + 110 + 95 + 60 + 105}{5} = \mathbf{94\ kg/cm^2}$$Apply the 20% Rule:
As per standards, any individual value that is less than 20% of the average must be discarded.
20% of 94 = 18.8
Lower Limit = $94 - 18.8 = \mathbf{75.2\ kg/cm^2}$
Analyze the Results:
The strength of Brick No. 4 is 60 $kg/cm^2$.
Since 60 is less than the limit of 75.2, this brick is considered a "failed sample" and is removed from the calculation.
Final Average Compressive Strength:
Now, calculate the average of the remaining 4 accepted bricks:
$$Final\ Average = \frac{100 + 110 + 95 + 105}{4} = \mathbf{102.5\ kg/cm^2}$$
Conclusion for NTS Study:
Since the final average (102.5 $kg/cm^2$) is greater than the specified class value (100 $kg/cm^2$), this batch of bricks passes the test.

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