IS 10132:1982 specifies standardized test methods for materials used in preparing magnesium oxychloride flooring compositions, focusing on assessing physical and chemical properties such as carbon dioxide content, setting time, modulus of rupture, compressive strength, and resin content. This standard is essential for quality control and evaluation of calcined magnesite and related fillers, ensuring reliable performance of magnesium oxychloride floorings. It is intended for materials testing laboratories, manufacturers, and engineers involved in flooring material development and quality assurance.
Overview
IS 10132:1982 specifies standardized test methods for materials used in preparing magnesium oxychloride flooring compositions, focusing on assessing physical and chemical properties such as carbon dioxide content, setting time, modulus of rupture, compressive strength, and resin content. This standard is essential for quality control and evaluation of calcined magnesite and related fillers, ensuring reliable performance of magnesium oxychloride floorings. It is intended for materials testing laboratories, manufacturers, and engineers involved in flooring material development and quality assurance.
Audience
Contents
Structure
IS 10132 - Scope & Key Specifications
| Property | Clause Ref |
|---|---|
| Carbon dioxide | 2 |
| Fineness | 3 |
| Setting time | 4 |
| Modulus of rupture | 5 |
| Linear change | 6 |
| Bulk density | 7 |
| Resin content | 8 |
| Moisture content | 9 |
| Hardness | 10 |
| Compressive strength | 11 |
| Quantity | Unit | Symbol |
|---|---|---|
| Length | metre | m |
| Mass | kilogram | kg |
| Time | second | s |
| Force | newton | N |
| Pressure, stress | pascal | Pa |
| Energy | joule | J |
[ 1, \text{N} = 1, \text{kg} \cdot \text{m/s}^2 ]
This summary provides the scope, key test clauses, units, and example test method as per IS 10132. For detailed formulas and test procedures, refer to respective clauses.
| Quantity | Unit | Symbol | Definition |
|---|---|---|---|
| Force | newton | N | 1 N = 1 kg·m/s² |
| Energy | joule | J | 1 J = 1 N·m |
| Pressure/Stress | pascal | Pa | 1 Pa = 1 N/m² |
flowchart TB
A[Test Block in Mould] --> B[Plate]
B --> C[Rod with Plunger]
C --> D[Lower gently and release]
D --> E[Plunger sinks into block]
This setup and procedure ensure reproducible consistency measurement of magnesite mixes per IS 10132.
IS 10132: Sampling and Sample Preparation Key Points
Note: Mechanical sieving allowed if particle breakage is avoided.
| Parameter | Value |
|---|---|
| Sieve sizes | 150 µm and 75 µm IS sieves |
| Sieve diameter | 75 mm effective diameter |
| Sieving time (150 µm) | 5 minutes |
| Sieving time (75 µm) | 15 minutes |
| Drying temperature | 105 ± 2 °C |
| Drying duration | 1 hour |
flowchart TD
A[Sample Collection] --> B[We
IS 10132: Determination of Carbon Dioxide Content
[ \text{CO}_2 % = \frac{\text{Increase in weight of absorption tubes (g)}}{\text{Weight of sample (g)}} \times 100 ]
| Parameter | Value/Range |
|---|---|
| Sample weight | ~2.5 g |
| Distilled water | 20 - 40 ml |
| HCl concentration | 1:4 (dilution) |
| HCl volume | 40 ml |
| Air passing time (initial) | Until absorption tubes constant weight |
| Heating time | 30-40 min + 2-3 min boiling |
| Air passing time (final) | 20 min |
| Cooling time for tubes | 30 min |
flowchart LR
A[Sample + Water in Flask D] --> B[Seal with Stopper & Condenser]
B --> C[Pass Air until Absorption Tubes Stable]
C --> D[Add HCl (1:4) via Funnel]
D --> E[Heat to Release CO₂ Gas]
E --> F[Gas passes through Sulfuric Acid Bubbler]
F --> G[Boil 2-3 min]
G --> H[Pass Air through
Modulus of Rupture (IS 10132)
The modulus of rupture (R) measures the flexural strength of calcined magnesite paste.
[ R = \frac{W \times l}{b \times d^2} ]
Where:
| Parameter | Symbol | Typical Value | Unit |
|---|---|---|---|
| Breaking load | W | Measured | kg |
| Span length | l | 28 | cm |
| Width of beam | b | 2.5 | cm |
| Depth of beam | d | 2.5 | cm |
| Modulus of Rupture | R | Calculated | kg/cm² |
flowchart LR
A[Prepare 6 beams] --> B[Gauge with MgCl2 solution]
B --> C[Cast beams of size b x d x l]
C --> D[Test at 7 days & 28 days]
D --> E[Apply load W until failure]
E --> F[Record breaking load W]
F --> G[Calculate R using formula]
This ensures consistent evaluation of flexural strength for quality control per IS 10132.
IS 10132: Linear Change in Concrete
Measurement Age: Length change is expressed relative to length at 24 hours age (Clause 6.5.2).
Linear Change (%) formula (Clause 5.4):
[ \text{Linear Change} (%) = \frac{L_t - L_{24}}{L_{24}} \times 100 ]
Where:
Reporting: Average of six determinations at 7 and 28 days should be reported (Clause 5.5.1).
| Parameter | Specification |
|---|---|
| Age for reference length | 24 hours |
| Test ages for reporting | 7 days, 28 days |
| Number of specimens | 6 specimens (average reported) |
| Accuracy required | ± 0.025 mm (1/40 mm) |
| Expression of change | % change relative to 24-hour length |
flowchart LR
A[Measure length at 24 hrs (L_24)] --> B[Measure length at test age (L_t)]
B --> C[Calculate Linear Change %]
C --> D[Report average of 6 specimens at 7 & 28 days]
This ensures precise monitoring of concrete expansion or contraction per IS 10132 standards.
IS 10132: Bulk Density of Calcined Magnesite
Bulk Density Definition (Clause 7.1):
Bulk density (ρ) is the mass per unit volume of calcined magnesite, expressed in kg/litre.
Measurement Method (Clause 7.4.1):
Bulk density = (Weight of specimen) / (Volume of specimen)
The difference in weight before and after filling the volume is used to calculate density.
Units:
Dimension Measurement (Clause 6.5):
Use a measuring microscope to measure distances between reference points (6.5 to 9.5 mm from ends).
[ \text{Bulk Density} , (\rho) = \frac{W}{V} ]
Where:
flowchart LR
A[Measure Weight (W)] --> B[Measure Volume (V)]
B --> C[Calculate Bulk Density (ρ = W/V)]
C --> D[Express in kg/litre]
Summary:
Resin Content Calculation (IS 10132 - Clause 8.2.1.2)
To determine the percentage of resin content in fillers (oven-dried material):
[ \text{Resin Content (%)} = \frac{D - X}{D} \times 100 ]
Where:
If you need details on apparatus or moisture content, refer to Clauses 7.4.1 and Fig. 3 for bulk density and apparatus setup.
flowchart LR
A[2 g Sample] --> B[Extract Resin]
B --> C[Weigh Residue (X g)]
A --> D[Oven Dry Sample]
D --> E[Weigh Oven-dried Sample (D g)]
C & E --> F[Calculate Resin Content % = ((D - X)/D)*100]
IS 10132: Moisture Content of Fillers - Key Points
[ \text{Moisture Content} = \frac{W_{\text{wet}} - W_{\text{dry}}}{W_{\text{wet}}} \times 100 ]
Where:
flowchart TD
A[Weigh Wet Sample (W_wet)] --> B[Oven Dry Sample at 105°C]
B --> C[Weigh Dry Sample (W_dry)]
C --> D[Calculate Moisture Content]
D --> E[Use formula: ((W_wet - W_dry)/W_wet)*100]
This ensures accurate moisture and resin content measurement in fillers per IS 10132.
IS 10132 - Hardness: Key Specifications and Formulas
Clause 10.2.3: Hardness is satisfactory if the difference between mean diameters from tests 10.2.1 and 10.2.2 is ≤ 0.5 mm.
Testing procedure (Clause 10.2): Hardness of floor finish is compared against a pattern sample using the methods in 10.2.1 and 10.2.2 (typically involving abrasion or indentation tests).
| Parameter | Requirement |
|---|---|
| Difference in mean diameter | ≤ 0.5 mm between test 10.2.1 & 10.2.2 |
| Test methods | As per 10.2.1 and 10.2.2 procedures |
| Comparison basis | Pattern sample or agreed surface |
If you need formulas or tables for compressive strength or other properties, please specify!
IS 10132: Compressive Strength of Calcined Magnesite - Key Points
[ \text{Compressive Strength (kg/cm}^2) = \frac{\text{Breaking Load (kg)}}{\text{Average Cross-sectional Area (cm}^2)} ]
Since cube side = 7.06 cm,
[
\text{Area} = 7.06 \times 7.06 = 49.84 \text{ cm}^2
]
Reporting: Average compressive strength of all six cubes reported (Clause 11.5).
| Parameter | Specification |
|---|---|
| Cube size | 70.6 mm × 70.6 mm × 70.6 mm |
| Number of cubes tested | 6 |
| Area for calculation | 49.84 cm² |
| Result unit | kg/cm² |
flowchart TD
A[Prepare 6 cubes (70.6 mm)] --> B[Cure & Store as per Clause 11.3.2-11.3.3]
B --> C[Compression Test on each cube]
C --> D[Calculate Strength = Load / 49.84 cm²]
D --> E[Average all 6 results]
E --> F[Report compressive strength (kg/cm²)]
This ensures uniformity and reliability in strength assessment of calcined magnesite per IS 10132.
IS 10132: Test Reporting and Data Interpretation - Key Points
| Test | Clause Ref |
|---|---|
| Carbon dioxide | 2 |
| Fineness | 3 |
| Setting time | 4 |
| Modulus of rupture | 5 |
| Linear change | 6 |
| Bulk density | 7 |
| Resin content | 8 |
| Moisture content | 9 |
| Hardness | 10 |
| Compressive strength | 11 |
| Quantity | Unit | Symbol | Definition |
|---|---|---|---|
| Length | metre | m | |
| Mass | kilogram | kg | |
| Time | second | s | |
| Force | newton | N | 1 N = 1 kg·m/s² |
| Pressure, stress | pascal | Pa | 1 Pa = 1 N/m² |
| Energy | joule | J | 1 J = 1 N·m |
flowchart TD
A[Test Sample] --> B[Perform Test]
B --> C{Test Type}
C -->|Carbon Dioxide| D[Measure CO₂ %]
C -->|Fineness| E[Weigh Residues]
C -->|Setting Time| F[Record Time]
D --> G
Frequently Asked
IS 10132: Sample Size & Preparation for Calcined Magnesite Testing
Sample Size:
Preparation Methods:
This ensures uniformity and accuracy in testing particle size and strength of calcined magnesite.
According to IS 10132, the carbon dioxide content in magnesite is measured by a gas absorption method:
This method uses the weight gain in absorption tubes to directly quantify CO₂.
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This procedure ensures accurate determination of carbon dioxide content in calcined magnesite.
Setting Time Determination (IS 10132)
Modulus of Rupture Determination
| Test Parameter | Procedure Summary |
|---|---|
| Final Setting Time | Vicat needle F test; time when needle F fails to penetrate |
| Modulus of Rupture | Flexural test on standard paste after curing |
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This aligns with Clauses 4.1, 4.5.1, and 5.1 of IS 10132.
Quantification of Resin Content in Fillers (IS 10132 - Clause 8.2.1.2)
The resin content in fillers for magnesium oxychloride flooring is determined by difference based on oven-dried material weight:
Resin content (%) in the oven-dried material is calculated as:
[ \text{Resin Content (%)} = \frac{D - X}{D} \times 100 ]
Where:
This method ensures accurate quantification of resin in fillers used for flooring mixes as per IS 10132.
Standard Curing Conditions and Testing Intervals (IS 10132)
Testing Intervals for Compressive Strength:
Compressive Strength Calculation:
[ \text{Compressive Strength} = \frac{\text{Breaking Load (kg)}}{\text{Average Cross-sectional Area (cm}^2)} ]
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