IS 2720 Part 281974AI Search Enabled✦ AI Generated

Methods of test for soils, Part 28: Determination of dry density of soils, in-place, by the sand replacement method

IS 2720 Part 28 specifies the standardized procedure for determining the in-place dry density of soils using the sand replacement method. This method is essential for engineers to accurately measure soil compaction and natural soil density, which are critical for assessing bearing capacity, slope stability, and settlement calculations. Applicable to fine, medium, and coarse-grained soils, this standard provides detailed apparatus specifications, calibration, and step-by-step test procedures to ensure reliable and repeatable results in field soil density testing.

13Sections
145Clauses Indexed
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1974Edition
Soil and Foundation EngineeringCategory
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What This Standard Covers

IS 2720 Part 28 specifies the standardized procedure for determining the in-place dry density of soils using the sand replacement method. This method is essential for engineers to accurately measure soil compaction and natural soil density, which are critical for assessing bearing capacity, slope stability, and settlement calculations. Applicable to fine, medium, and coarse-grained soils, this standard provides detailed apparatus specifications, calibration, and step-by-step test procedures to ensure reliable and repeatable results in field soil density testing.

Who Uses This Standard

  • Geotechnical Engineers
  • Soil Testing Laboratory Technicians
  • Civil Engineers
  • Construction Quality Control Engineers
  • Foundation Engineers
  • Field Surveyors
  • Research Scholars in Soil Mechanics

Key Topics Covered

Sand replacement method overview
Apparatus specifications and calibration
Preparation of test site and soil surface
Procedure for measuring sand volume and weight
Determination of wet and dry soil density
Calculation formulas for dry density and water content
Use of small and large pouring cylinders
Handling soils with gravel fractions
Reporting and recording test results
Tools for excavating soil holes
Calibration container design
Quality control and repeatability of measurements

Table of Contents

1Scope

IS 2720 Part 28 - Scope: Key Specifications & Formulas

Scope:
This part covers determination of dry density of soil in-place by sand replacement method, using standard apparatus like pouring cylinders, core cutters, and calibrating containers.


Key Apparatus Dimensions (mm)

ApparatusDimension ABCDE (± tolerance)FGCapacity (L)
Small Pouring Cylinder380852007513 ± 0.11151153
Large Pouring Cylinder61017535016025 ± 0.121521516.5
Metal Tray with Hole300 (sq.)--40 (depth)100 mm hole in center---

Essential Formulas

  • Bulk Density of Sand, γ (kg/m³):
    [ \gamma = \frac{W}{V} \times 1000 ]
    Where:

    • (W) = weight of sand (g)
    • (V) = volume of calibrating container (ml)
  • Dry Density of Soil, (\rho_d) (kg/m³):
    [ \rho_d = \frac{W_s \times \gamma}{100 + w} ]
    Where:

    • (W_s) = weight of wet soil (g)
    • (w) = water content (%)
    • (\gamma) = bulk density of sand (kg/m³)

Notes

  • Essential dimensions have ±0.1 mm tolerance (±1 mm for large cylinders).
  • Alternative designs allowed if essential requirements are met.
  • Sand used must be clean, uniformly graded natural sand (1.00 mm to 600 micron IS sieve), oven dried, free from organic matter.

flowchart TD
    A[Start: Soil Hole Excavation] --> B[Weigh Wet
2Apparatus

IS 2720 Part 28 (1974) — Apparatus Specifications and Calibration

Key Apparatus Dimensions & Specifications

ApparatusDimensions (mm) / Notes
Metal Tray with Hole300 mm square × 40 mm deep, 100 mm diameter hole at center (Clause 2.8)
Sand Pouring CylinderTwo sizes:
- Small (fine/medium soil)A=380, B=85, C=200, D=75, E=13±0.1, F=115, G=115; Capacity=3 L
- Large (fine/coarse soil)A=610, B=175, C=350, D=160, E=25±0.1, F=215, G=215; Capacity=16.5 L
ScraperFor levelling soil surface (Fig. 2)
DibberFor digging density holes; tolerance ±0.1 mm (Fig. 3)
Calibrating ContainerFor small pouring cylinder; tolerance ±0.1 mm (Fig. 4)
Core CutterHardened cutting edge, rounded corners; tolerance ±0.1 mm (Fig. 5)

Calibration Clauses

  • Clause 4.1 & 10.1: Emphasize calibration of apparatus before use to ensure accuracy.

Notes:

  • Essential dimensions are underlined in the original figures.
  • Tolerances: ±1 mm for major dimensions; ±0.1 mm for precision tools.
  • Alternative designs allowed if essential requirements are met.

Summary Diagram of Sand Pouring Cylinder Dimensions

graph TD
A[Top Diameter (A)] --> B[Height (C)]
B --> C[Base Diameter (B)]
C --> D[Handle (E)]
D --> E[Capacity (Litres)]

This ensures precise volume measurement critical for soil density determination.

3Sampling and Preparation

IS 2720 Part 28: Sampling and Preparation - Key Formulas & Specifications


1. Water Content Determination (Clause 2.5 & Appendix B)

  • Water content ( w % ) of soil fraction passing 4.75 mm IS Sieve:

[ w = \frac{W_{\text{wet soil}} - W_{\text{dry soil}}}{W_{\text{dry soil}}} \times 100 ]

  • Oven dry representative sample at 105-110°C until constant weight.

2. Sand Specifications (Clause 9.1)

  • Use clean, uniformly graded natural sand passing 1.00 mm and retained on 600 micron IS Sieve.
  • Free from organic matter.
  • Oven dried and equilibrated with atmospheric humidity before use.

3. Sand Pouring Cylinder Dimensions (Clause 2.8 & Figures)

Cylinder SizeA (mm)B (mm)C (mm)D (mm)E (mm)F (mm)G (mm)Capacity (Litres)
Small380852007513 ±0.11151153
Large61017535016025 ±0.121521516.5

4. Dry Density Calculation (Appendix A)

  • Bulk density of sand:

[ \gamma = \frac{W}{V} \times 1000 \quad \text{(kg/m}^3\text{)} ]

  • Dry density of soil:

[ \rho_d = \frac{\rho}{1 + \frac{w}{100}} \quad \text{where } w = \text{water content %} ]


5. Typical Test Data Table (Appendix A)

ParameterSymbolUnit
Mean weight of sand in cylinder(W_s)g
Volume of calibrating container(V
4Calibration of Apparatus

IS 2720 Part 28: Calibration of Apparatus - Key Points

1. Cylindrical Calibrating Container (Clause 8.3)

  • Internal diameter: 200 mm
  • Internal depth: 250 mm
  • Flange: 75 mm wide, ~5 mm thick
  • Volume accuracy: ±0.15%
  • Purpose: Used for calibration of pouring cylinders.

2. Metal Tray with Hole (Clause 2.8)

  • Dimensions: 300 mm × 300 mm × 40 mm deep
  • Hole diameter: 100 mm at center

3. Sand-Pouring Cylinder Dimensions (Fig. 1)

SizeA (mm)B (mm)C (mm)D (mm)E (mm)F (mm)G (mm)Capacity (L)
Small380852007513 ±0.11151153
Large61017535016025 ±0.121521516.5
  • Tolerance on essential dimensions: ±1 mm
  • All dimensions in mm

4. Calibration Formula for Volume of Cylinder

[ V = \pi \times \left(\frac{d}{2}\right)^2 \times h ]

  • (d) = internal diameter
  • (h) = internal depth

Summary

  • Use the calibrating container for volume calibration with ±0.15% accuracy.
  • Dimensions and tolerances are strictly followed for pouring cylinders.
  • Alternative designs allowed if essential requirements are met.
flowchart LR
    A[Calibrating Container] --> B[Measure Volume Accurately ±0.15%]
    B --> C[Calibrate Pouring Cylinder Volume]
    C --> D[Use in Density Determination]

This ensures precise volume measurement crucial for soil density tests.

5Test Procedure

IS 2720 Part 28: Key Formulas & Specifications for Sand Replacement Test


1. Test Procedure Overview

  • Two methods: Small Pouring Cylinder (fine & medium soils) and Large Pouring Cylinder (fine, medium & coarse soils).
  • Record weights before and after pouring sand to calculate volume and density.

2. Key Formulas

ParameterFormula/Expression
Weight of sand to fill container( W = W_1 - W_2 - W_3 ) (g)
Bulk density of sand( \gamma = \frac{W}{V} \times 1000 ) (kg/m³)
Bulk density of soil( \rho = W_s \times \gamma ) (kg/m³)
Dry density of soil( \rho_d = \frac{\rho}{1 + \frac{w}{100}} ) (kg/m³)

Where:

  • ( W_1 ) = Weight of sand + cylinder before pouring
  • ( W_2 ) = Weight of sand + cylinder after pouring
  • ( W_3 ) = Weight of sand in calibrating container
  • ( V ) = Volume of calibrating container (ml)
  • ( W_s ) = Weight of sand filling hole
  • ( w ) = Water content (%)

3. Pouring Cylinder Dimensions (mm)

SizeABCDE (±0.1)FGCapacity (L)
Small3808520075131151153
Large6101753501602521521516.5

Essential dimensions underlined; tolerance ±1 mm.


4. Recording Format (Appendix A)

ParameterUnitDescription
Weight of wet soil from holeg( W_s )
6Reporting of Results

IS 2720 Part 28: Reporting of Results - Key Points

  • Dry Density (ρd):

    • Report in kg/m³ (nearest whole number) or g/cm³ (to 2 decimal places).
    • Formula:
      [ \rho_d = \frac{\rho}{1 + w} ] where
      (\rho) = bulk density (kg/m³),
      (w) = water content (decimal).
  • Water Content (w):

    • Report as a percentage to two significant figures.
  • Special Note for Gravelly Soils:

    • For soils with gravel (>4.75 mm), determine water content & dry density as per Appendix B.
  • Method Declaration:

    • State the test method used, e.g., Large Pouring Cylinder Method (Clause 12.1).
  • Recording:

    • Use the pro forma in Appendix A for consistent documentation.

Summary Table for Reporting

ParameterUnitPrecisionNotes
Dry Densitykg/m³ or g/cm³Nearest whole number or 2 decimalsUse formula if bulk density known
Water Content%Two significant figuresUse standard water content test (IS 2720 Part II)
Test Method-Mention explicitlye.g., Large Pouring Cylinder

flowchart TD
    A[Soil Sample] --> B[Determine Bulk Density (ρ)]
    A --> C[Determine Water Content (w)]
    B & C --> D[Calculate Dry Density (ρd = ρ/(1+w))]
    D --> E[Report Results]
    E --> F[Include Test Method & Use Pro Forma (Appendix A)]

This ensures clarity, accuracy, and uniformity in reporting soil density and moisture content as per IS 2720 (Part 28).

7Calculations

Key Calculations from IS 2720 Part 28 (Measurement of Soil Density)

1. Water Content (w%)

For soil fraction passing 4.75 mm sieve:
[ w = \frac{W_{\text{wet}} - W_{\text{dry}}}{W_{\text{dry}}} \times 100 ]

  • (W_{\text{wet}}) = Weight of wet soil sample
  • (W_{\text{dry}}) = Weight of oven-dried soil sample

2. Bulk Density of Sand (γ)

[ \gamma = \frac{\text{Weight of sand}}{\text{Volume of calibrating container}} \times 1000 \quad \text{(kg/m}^3\text{)} ]


3. Bulk Density of Soil in Hole (ρ)

[ \rho = W \times \gamma ]

  • (W) = Weight of sand filling the hole (difference before and after pouring)
  • (\gamma) = Bulk density of sand

4. Dry Density of Soil (ρ_d)

[ \rho_d = \frac{\rho \times 100}{100 + w} ]


Tabulated Data for Calculations

ParameterSymbolUnit
Weight of sand in pouring cylinder (mean)(W_s)g
Volume of calibrating container(V)ml
Weight of sand + cylinder before pouring(W_1)g
Weight of sand + cylinder after pouring(W_2)g
Weight of sand in hole(W = W_1 - W_2)g
Bulk density of sand(\gamma)kg/m³
Weight of wet soil from hole(W_{\text{wet}})g
Water content(w)%
Dry density(\rho_d)kg/m³

Summary Diagram

flowchart TD
    A[Measure sand weight before pouring (W1)] --> B[Pour sand into hole]
    B --> C[Measure sand weight after pouring (W2)]
    C --> D[Calculate
8Tools for Excavating Holes

IS 2720 Part 28: Tools for Excavating Holes

Key Tools (Clauses 2.2 & 8.2)

  • Bent spoon
  • Dibber (Fig. 3): Steel rod, 300 mm length, 5–10 mm diameter, wooden handle
  • Large screwdriver
  • Pointed steel rod (~300 mm long, 5–10 mm dia)
  • Scraper tool (Fig. 2) for leveling surface

Specifications for Dibber (Fig. 3)

  • Essential dimensions underlined (tolerance ±0.1 mm)
  • Hardened cutting edge, corner rounded off
  • Design is a guideline; alternatives allowed if essential requirements met

Formula for Weight of Sand to Fill Hole (Clause 5.3)

[ W = W_1 - W_2 - W_3 ]

Where:

  • (W) = Weight of sand required to fill hole (g)
  • (W_1) = Weight of cylinder + sand before pouring (g)
  • (W_2) = Weight of cylinder + sand after pouring into hole and cone (g)
  • (W_3) = Mean weight of sand in cone (g)

Summary Diagram: Tools for Excavating Holes

graph LR
A[Excavation Tools] --> B[Bent Spoon]
A --> C[Dibber (Fig.3)]
A --> D[Large Screwdriver]
A --> E[Pointed Steel Rod]
A --> F[Scraper Tool (Fig.2)]

This ensures precise hole excavation for soil density tests as per IS 2720 Part 28.

9Sand Pouring Cylinder Specifications

Sand Pouring Cylinder Specifications (IS 2720 Part 28)

Key Dimensions & Capacity (Fig. 1)

SizeA (mm)B (mm)C (mm)D (mm)E (mm)F (mm)G (mm)Capacity (Litres)
Small380852007513 ± 0.11151153
Large61017535016025 ± 0.121521516.5
  • Small: For fine and medium-grained soils.
  • Large: For fine, medium, and coarse-grained soils.

Procedure Summary (Clauses 10.2.4 & 10.1.2.2)

  • Fill pouring cylinder with constant sand weight ( W_1 ).
  • Place concentrically over hole on metal tray (300 × 300 × 40 mm with 100 mm hole).
  • Close shutter during filling, then open to pour sand.
  • Close shutter when sand stops flowing.
  • Remove cylinder and weigh remaining sand to nearest 0.1% of ( W_1 ).

Notes

  • Essential dimensions have ±1 mm tolerance.
  • Handle provided only for large cylinder.
  • Alternative designs allowed if essential requirements met.

Illustration of Setup

flowchart TD
    A[Pouring Cylinder filled with sand (W1)] --> B[Placed concentrically over hole]
    B --> C[Shutter opened, sand poured out]
    C --> D[Shutter closed when flow stops]
    D --> E[Cylinder removed]
    E --> F[Remaining sand weighed]

This ensures accurate density determination by measuring sand volume displaced.

10Method for Determining Bulk Density of Sand

IS 2720 Part 28: Bulk Density of Sand - Key Formulas & Tables

Method Summary (Clause 10.1.2, 4.1.2)

  • Use small or large pouring cylinder to determine bulk density (Y).
  • Calibrate container volume (V) in ml.
  • Weigh sand before and after pouring.

Key Formulas

ParameterSymbolUnitFormula / Description
Volume of calibrating containerVmlMeasured volume of cylinder
Weight of sand in coneW_cgMean weight of sand in pouring cone
Weight of sand + cylinder beforeW_1gBefore pouring sand into hole
Weight of sand + cylinder afterW_2gAfter pouring sand into hole
Weight of sand to fill containerW_sgW_s = W_1 - W_2 - W_c
Bulk density of sandYkg/m³( Y = \frac{W_s}{V} \times 1000 )
Bulk density of soil in holeρkg/m³( ρ = W \times Y ) (W = weight of wet soil)
Dry density of soilY_dkg/m³( Y_d = \frac{ρ \times 100}{100 + w} ) (w = water content %)

Typical Data Table (Appendix A)

Determination No.W_c (g)V (ml)W_1 (g)W_2 (g)W_s (g)Y (kg/m³)W (g)ρ (kg/m³)w (%)Y_d (kg/m³)
1

Notes:

  • Bulk density (Y) is mass per unit volume of sand.
  • Dry density (Y_d)
11Determination of Water Content and Dry Density for Soils with Gravel

IS 2720 Part 28: Water Content & Dry Density for Soils with Gravel

Key Points from Appendix B (Clause 11.2):

  • Applicable for medium- and coarse-grained soils with gravel > 4.75 mm.
  • Gravel volume (Vg) is determined by water displacement or weighing in air & water.
  • Specific gravity of gravel (Gg) is calculated from volume and weight.
  • Oven-dry weight (W'g) and water content (wg) of gravel are determined separately.
  • Bulk density of soil is corrected by subtracting gravel volume and mass.

Formulas:

  1. Gravel Specific Gravity: [ G_g = \frac{W_g}{V_g \times \rho_w} ] where
    (W_g) = oven-dry weight of gravel,
    (V_g) = volume of gravel,
    (\rho_w) = density of water (1000 kg/m³).

  2. Water Content of Gravel: [ w_g = \frac{W_{wet,g} - W_{dry,g}}{W_{dry,g}} \times 100% ]

  3. Dry Density of Soil (excluding gravel): [ \rho_d = \frac{W_{soil,dry} - W_{gravel,dry}}{V_{hole} - V_g} ]

  4. Water Content of Soil: [ w = \frac{W_{wet,soil} - W_{dry,soil}}{W_{dry,soil}} \times 100% ]


Reporting Table (Summary):

ParameterSymbolUnit
Weight of wet soil(W_{wet,soil})g
Weight of oven-dried soil(W_{dry,soil})g
Weight of wet gravel(W_{wet,g})g
Weight of oven-dried gravel(W_{dry,g})g
Volume of gravel(V_g)ml or cm³
Specific gravity of gravel(G_g)-
Water content of
12Appendices

IS 2720 Part 28: Key Formulas & Tables from Appendices


Appendix A: Dry Density by Sand Replacement

ParameterSymbolUnitDescription
Mean weight of sand in coneW₁gSand weight in pouring cylinder
Volume of calibrating containerVmlKnown volume for calibration
Weight of sand + cylinder before pouringW₂gInitial weight
Weight of sand + cylinder after pouringW₃gFinal weight
Weight of sand to fill containerW = W₂ - W₃ - W₁gSand volume in container
Bulk density of sandγkg/m³Calculated from sand weight & volume
Weight of wet soil from holeW₄gSoil sample weight
Water contentw%( w = \frac{W_{wet} - W_{dry}}{W_{dry}} \times 100 )
Dry densityρ_dkg/m³( \rho_d = \frac{\rho}{1 + \frac{w}{100}} )

Appendix B: Water Content & Dry Density for Gravelly Soils

  • Use metal tray with 100 mm hole (300 mm × 300 mm × 40 mm deep) for bulk density.
  • Follow procedure for medium- and coarse-grained soils with gravel (>4.75 mm).

Sand Pouring Cylinder Dimensions (mm)

SizeABCDEFGCapacity (L)
Small380852007513 ±0.11151153
Large61017535016025 ±0.121521516.5

Summary Formula for Dry Density (Appendix A):

[ \rho_d = \frac{W_{soil}}{V_{hole}} \times \frac{100}{100 + w} ]

Where:

  • ( W_{soil} ) = weight of wet soil from hole (g)
  • ( V_{hole}
13References and Bibliography

IS 2720 Part 28 (1974) - Key Formulas & Tables for Soil Density & Water Content

Key Formulas (Appendix B & Clause 3.1)

ParameterFormula / Calculation
a) In-place bulk density, YVolume of hole (measured)
b) Wet weight of soil (<4.75 mm), WwWw = W - W_gravel
c) Volume of soil (<4.75 mm), VV = Volume of hole - V_gravel
d) Wet density of soil (<4.75 mm)Wet density = Ww / V
e) Dry weight of soil (<4.75 mm)Dry weight = Ww / (1 + w/100) where w = water content %
f) Dry density of soil (<4.75 mm)Dry density = Dry weight / V
g) Dry weight of total material (soil + gravel)Sum of dry weights
h) Water content, WT (%) of total materialWT = (Weight of water / Dry weight) × 100
j) Percentage of gravel (dry basis)% gravel = (Weight of gravel / Dry weight total) × 100
k) Dry density of total materialDry density = Bulk density / (1 + WT/100)

Sand Replacement Method (Appendix A)

  • Bulk density of sand, γ = (Weight of sand in cone) / (Volume of calibrating container) × 1000 (kg/m³)
  • Dry density of soil, ρ = Bulk density × 100 / (100 + water content %)

Apparatus & Specifications

  • Core cutter: Hardened cutting edge, essential dimensions ±0.1 mm.
  • Calibrating container: For sand volume calibration.
  • Dibber: For digging density holes (20 mm conduit diameter).

Reference for detailed procedure:

  • IS 2720 (Part 28): 1974, Appendix A & B
  • Contact BIS offices for official copies and updates.

flowchart TD
    A[Measure Hole Volume] --> B[Weigh Wet Soil]
    B --> C[Calculate Wet Density]
    C --> D[Determine Water Content]
    D --> E[Calculate Dry Weight & Dry

Popular Questions About IS 2720 Part 28

?What is the sand replacement method for determining soil dry density?

Sand Replacement Method (IS 2720 Part 28) is used to determine the in-place dry density of soil, important for bearing capacity, slope stability, and compaction control.

Procedure Summary:

  1. Excavate a small hole in the soil at the test location.
  2. Collect and weigh the excavated soil (W_s).
  3. Fill the hole with standard sand of known density (ρ_sand).
  4. Measure the volume of sand used to fill the hole (V_sand).
  5. Calculate soil dry density (ρ_dry) using:

[ \rho_{dry} = \frac{W_s}{V_sand} \times \frac{1}{1 + w} ]

Where:

  • (W_s) = weight of excavated soil (oven-dried basis)
  • (V_sand) = volume of sand filling the hole
  • (w) = water content of excavated soil (decimal)

Key Points:

  • Use sand with uniform grain size and known density.
  • Water content (w) is found by oven drying a soil sample.
  • Volume of hole is accurately determined by sand volume.
  • Correct for gravel content if present (clause 4.75).

Loading diagram...

This method ensures reliable in-situ dry density measurement per IS 2720 Part 28.

?What apparatus and tools are required for this test according to IS 2720 Part 28?

According to IS 2720 Part 28 (1974), the key apparatus and tools required for the sand replacement method to determine soil density include:

  • Metal Tray with Hole:

    • Size: 300 mm square, 40 mm deep
    • Central hole diameter: 100 mm
  • Sand Pouring Cylinder (two sizes):

SizeDimensions (mm) A-GCapacity (Litres)Soil Type
Small380 x 85 x 200 ...3Fine and medium-grained
Large610 x 175 x 350 ...16.5Fine, medium, and coarse
  • Scraper: For leveling the soil surface after excavation.

  • Handle: May be required for the large pouring cylinder for ease of handling.

Notes:

  • Essential dimensions have a tolerance of ±1 mm.
  • Alternative designs are acceptable if they meet the essential requirements.
Loading diagram...

This setup ensures accurate measurement of soil density by sand replacement.

?How is the volume of the soil excavation hole accurately measured using sand?

Measuring Soil Excavation Volume Using Sand (IS 2720 Part 28)

The volume of an excavated soil hole is measured by filling it with calibrated dry sand and calculating the sand weight difference.

Procedure Summary:

  • Step 1: Fill the pouring cylinder with sand to a constant initial weight ( W_1 ) (including cylinder).
  • Step 2: Pour sand into the excavated hole until full, then close the shutter.
  • Step 3: Weigh the cylinder with remaining sand ( W_2 ).
  • Step 4: Weigh the sand in the cone ( W_c ) (if used).

Formula for sand weight filling the hole:

[ W = W_1 - W_2 - W_c ]

Where:

  • ( W ) = weight of sand filling the hole (g)
  • ( W_1 ) = initial weight of cylinder + sand (g)
  • ( W_2 ) = weight of cylinder + sand after pouring (g)
  • ( W_c ) = mean weight of sand in cone (g)

Volume Calculation:

Using the calibrated sand density ( \rho_s ) (g/cm³), the volume ( V ) of the hole is: [ V = \frac{W}{\rho_s} ]


Key Points:

  • Maintain constant initial sand weight ( W_1 ) for all tests.
  • Calibration of sand density is essential.
  • Use a shutter to control sand flow.
  • Leave ~4-5 kg sand in cylinder after test for consistency.
Loading diagram...

This method ensures accurate volume measurement by weight difference and calibrated sand density.

?How does the standard address testing soils containing gravel fractions?

IS 2720 Part 28 addresses testing soils with gravel fractions as follows:

  • Sieve Size for Gravel: Gravel is defined as the fraction retained on the 4.75 mm IS sieve.
  • Section Division:
    • Section 1 uses a small sand pouring cylinder for fine- and medium-grained soils.
    • Section 2 uses a large sand pouring cylinder, suitable for soils with coarse grains and stones, where Section 1 is difficult.
  • Gravel Sample Preparation:
    • Wash gravel retained on 4.75 mm sieve with minimal water.
    • Blot dry to a wet surface-dry condition and weigh (W).
  • Volume and Specific Gravity Measurement:
    • Gravel volume (V) is determined by water displacement or by weighing in air and water.
    • Specific gravity (G) of gravel is calculated from these measurements.
    • For construction control, once G is established for a source, it can be assumed for subsequent tests.
  • Handling Fine Fraction: The fraction passing 4.75 mm sieve should be kept airtight for further tests.

Key formula for gravel specific gravity (G):

[ G = \frac{W_{\text{dry}}}{W_{\text{dry}} - W_{\text{water}}} ]

Where:

  • (W_{\text{dry}}) = weight of gravel in air
  • (W_{\text{water}}) = weight of gravel in water

Loading diagram...

This ensures accurate water content and dry density determination in gravel-containing soils.

?What are the calculation steps to determine dry density and water content from test data?

Calculation Steps for Dry Density (γ_d) and Water Content (w) as per IS 2720 Part 28:

  1. Determine Water Content (w):

    • Oven dry a representative soil sample passing 4.75 mm sieve.
    • Calculate water content:
      [ w = \frac{W_w}{W_d} \times 100 ]
      where:
      • (W_w) = weight of water lost on drying (g)
      • (W_d) = weight of dry soil (g)
  2. Measure Weights from Field Test:

    • (W_d) = weight of dry soil from the hole (g)
    • (W_s) = weight of sand required to fill the hole (g)
  3. Calculate Dry Density (γ_d):
    Using Clause 5.5 formula:
    [ \gamma_d = \frac{W_d \times 100}{W_s \times (100 + w)} \quad \text{(kg/m}^3) ]

  4. Report Results:

    • Dry density (γ_d) in kg/m³ (nearest whole number or g/cm³ to 2 decimals).
    • Water content (w) in % (two significant figures).

Summary Formulae:

ParameterFormula
Water Content( w = \frac{W_w}{W_d} \times 100 )
Dry Density( \gamma_d = \frac{W_d \times 100}{W_s \times (100 + w)} )

Loading diagram...

This ensures accurate determination of dry density and water content following IS 2720 Part 28.

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