IS 87451994AI Search Enabled✦ AI Generated

Methods of presentation of data on physical and mechanical properties of timber

IS 8745:1994 specifies standardized methods for presenting data on the physical and mechanical properties of timber, facilitating consistent comparison, reduction, and adjustment of timber strength values at different moisture contents. It is essential for engineers, researchers, and industry professionals involved in timber testing, design, and utilization to accurately report timber characteristics such as strength, shrinkage, hardness, and resistance properties under green and dry conditions.

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What This Standard Covers

IS 8745:1994 specifies standardized methods for presenting data on the physical and mechanical properties of timber, facilitating consistent comparison, reduction, and adjustment of timber strength values at different moisture contents. It is essential for engineers, researchers, and industry professionals involved in timber testing, design, and utilization to accurately report timber characteristics such as strength, shrinkage, hardness, and resistance properties under green and dry conditions.

Who Uses This Standard

  • Structural Engineers
  • Timber Testing Laboratories
  • Forest Product Researchers
  • Quality Control Specialists in Timber Industry
  • Wood Product Manufacturers
  • Civil Engineers
  • Material Scientists

Key Topics Covered

Presentation of timber physical properties
Mechanical properties reporting
Data adjustment for moisture content
Green and dry condition data presentation
Sampling methods for timber testing
Measures of variability in test data
Rounding off numerical values
Cleavage resistance and nail/screw withdrawal resistance
Use of tree, scantling, and species averages
Standard units and rounding schemes
Comparative data evaluation techniques
Moisture content influence on strength
Impact bending and dynamic testing data
Improvement factor from green to dry condition
Relevant Indian Standards references

Table of Contents

1Scope

IS 8745 - Scope & Key Specifications Summary

Scope (Clause 1.1.1):

  • Covers timber testing data presentation, excluding methods of computation of timber testing data.
  • Adjunct standards for timber terminology and testing methods:
    • IS 707: Glossary of timber terms
    • IS 1708 (Parts 1-18): Testing small clear specimens
    • IS 2455: Sampling model trees and logs
    • IS 8720: Sampling timber scantlings

Key Tables & Presentation (Clause 4.2, 4.3)

Tables 1, 1A, 2:

  • Must have clear headings and be self-explanatory with conditions/limitations.

Table 3: Units & Rounding Scheme for Dry Condition Data

Property CategoryPropertyUnitRounding Scheme
GeneralAverage diameter of logsmmNearest integer
Specific gravity-3 decimal places
Moisture content%1 decimal place
Static BendingFibre stress (elastic limit)N/mm²Nearest integer
Modulus of elasticityN/mm²1 decimal place
Impact BendingFibre stress (elastic limit)N/mm²Nearest integer
Compression Parallel to GrainCompressive stress (max)N/mm²Nearest integer
Compression PerpendicularCrushing stress (elastic limit)N/mm²Nearest integer
ShearShear stressN/mm²1 decimal place
Tension Parallel to GrainTensile stress (elastic limit)N/mm²Nearest integer
Cleavage ResistanceRadial/TangentialN/mm widthNearest integer
TorsionShear stress (elastic limit)N/mm²1 decimal place
Nail/Screw WithdrawalResistanceNNearest integer

Notes:

  • Units primarily in N/mm² (MP
2References

IS 8745 - Key References for Tables and Data Presentation

1. Table Headings & Conditions (Clause 4.2)

  • Tables 1, 1A, 2 must have clear headings.
  • They should be self-explanatory and indicate conditions/limitations of results.

2. Table Details (Clause 4.3)

  • Tables 1, 1A, and 2 include details per Clauses 4.3.1 to 4.3.5.

3. Units & Rounding Scheme (Clause 4.3.2, Table 3)

Property CategoryPropertyUnitRounding Scheme
GeneralAvg. diameter of logsmmNearest integer
Specific gravity-3 decimal places
Moisture content%1 decimal place
Static BendingFibre stress, modulusN/mm²Nearest integer or 1 decimal place
Work to elastic limit10⁻⁸ J/mm³3 decimal places
Impact BendingFibre stress, modulusN/mm²Nearest integer or 1 decimal place
Compression ParallelCompressive stress, modulusN/mm²Nearest integer or 1 decimal place
Compression PerpendicularCrushing stressN/mm²Nearest integer
ShearRadial, TangentialN/mm²1 decimal place
Tension ParallelTensile stress, modulusN/mm²Nearest integer or 1 decimal place
Cleavage ResistanceRadial, TangentialN/mm widthNearest integer
TorsionShear stress, modulusN/mm²1 decimal place
Nail/Screw WithdrawalResistanceN (kgf)Nearest integer

4. Important Notes

  • Units are primarily N/mm² (MPa) and percent.
  • Rounding ensures consistency and precision in reporting.
  • Values like modulus of elasticity and stresses have specific rounding to balance accuracy and usability.

Summary Diagram of Data Presentation Flow

flowchart TD
    A[Tables 1, 1A, 2] --> B[Proper Headings
3Definitions

IS 8745 - Definitions: Key Specifications & Data Presentation

  1. Reference Definitions:

    • Definitions as per IS 707:1976 and IS 2455:1990 apply (Clause 3.1).
  2. Tables & Presentation (Clauses 4.2 & 4.3):

    • Tables 1, 1A, 2 must be self-explanatory with headings and conditions.
    • Tables include details from Clauses 4.3.1 to 4.3.5.
  3. Units & Rounding Off (Table 3, Clause 4.3.2):

Property CategoryPropertyUnitRounding Off Scheme
GeneralAverage diameter of logsmmNearest integral figure
Specific gravity-3 decimal places
Moisture content%1 decimal place
Masskg/m³Nearest integral figure
Shrinkage%1 decimal place
Static BendingFibre stress (elastic & rupture)N/mm²Nearest integral figure
Modulus of elasticityN/mm²1 decimal place
Work to elastic limit10⁻⁸ J/mm³3 decimal places
Impact BendingFibre stress (elastic limit)N/mm²Nearest integral figure
Maximum height of dropmmNearest integral figure
Compression Parallel to GrainCompressive stress & max crushingN/mm²Nearest integral figure
Compression PerpendicularCrushing stress at elastic limitN/mm²Nearest integral figure
ShearRadial & Tangential shear stressN/mm²1 decimal place
Tension Parallel & PerpendicularTensile stress & modulusN/mm²Nearest integral figure / 1 decimal place
  1. Additional Properties:
    • Hardness (Radial, Tangential, End): Nearest integral figure.
    • Cleavage resistance, torsion
4Presentation of Data in Green Condition

IS 8745: Presentation of Data in Green Condition - Key Points

1. Physical & Mechanical Properties (Clause 4.3, Table 1)

  • Properties are presented for Green (G) and Air Dry (AD) conditions.
  • Typical properties include:
    • Specific Gravity (based on oven-dry mass and green volume)
    • Shrinkage Percent (Green to Oven-Dry)
    • Modulus of Rupture (Bending Strength)
    • Impact Bending Strength
    • Compression Parallel to Grain
    • Compression Perpendicular to Grain
    • Hardness Load (N)
    • Shear Parallel to Grain
    • Tension Perpendicular to Grain
    • Cleavage Resistance
    • Tension Parallel to Grain
    • Torsion Strength

2. Measure of Variability (Clause 4.3.5)

  • Variability in timber test data must be reported.
  • Use the recommended scheme in Table 4 (not fully shown) for statistical measures like:
    • Standard Deviation
    • Coefficient of Variation (%)

3. Presentation Guidelines (Clause 4.2)

  • Tables must be self-explanatory with:
    • Clear headings
    • Conditions (Green or Dry)
    • Limitations of results

Example: Specific Gravity Calculation (Green Condition)

[ \text{Specific Gravity} = \frac{\text{Oven-dry Mass}}{\text{Green Volume} \times \text{Water Density}} ]


flowchart LR
    A[Timber Sample] --> B[Measure Green Volume]
    A --> C[Oven-dry Mass]
    B & C --> D[Calculate Specific Gravity]
    D --> E[Report in Table with Other Properties]

Summary: IS 8745 emphasizes standardized presentation of timber properties in green condition, including key mechanical properties and variability measures, ensuring clarity and comparability.

5Presentation of Data under Dry Condition

IS 8745: Presentation of Data Under Dry Condition

Key Points from Clause 4.3 & Table 3 (Units and Rounding Off)

Property CategoryPropertyUnitRounding Off Scheme
GeneralAverage diameter of logsmmNearest integer
Specific gravity-3 decimal places
Moisture content%1 decimal place
Masskg/m³Nearest integer
Shrinkage%1 decimal place
Static BendingFibre stress at elastic limitN/mm² (kgf/cm²)Nearest integer
Modulus of elasticityN/mm²1 decimal place
Work to elastic limit10⁻⁸ J/mm³3 decimal places
Work to max load & total work10⁻³ J/mm³2 decimal places
Impact BendingFibre stress at elastic limitN/mm²Nearest integer
Max height of dropmmNearest integer
Modulus of elasticityN/mm²1 decimal place
Work to elastic limit10⁻³ J/mm³3 decimal places
BrittlenessJ (kgf cm)Nearest integer
Compression Parallel to GrainCompressive stress (elastic & max)N/mm²Nearest integer
Modulus of elasticityN/mm²1 decimal place
Compression Perpendicular to GrainCrushing stress at elastic limitN/mm²Nearest integer
HardnessRadial, Tangential, EndN (kgf)Nearest integer
ShearRadial, TangentialN/mm²1 decimal place
Tension Perpendicular to GrainRadial, TangentialN/mm
6Adjustment of Strength Values to 12 Percent Moisture Content

Adjustment of Strength Values to 12% Moisture Content (IS 8745)

Key Formula (Clause 5.1)

To adjust strength from observed moisture content ( d % ) to 12% moisture content:

[ S_{12} = S_a \times \frac{f - 12}{f - d} ]

Where:

  • ( S_{12} ) = Strength at 12% moisture content
  • ( S_a ) = Strength at observed moisture content ( d % ) (dry condition, below fibre saturation)
  • ( f ) = Fibre saturation point (%)
  • ( d ) = Observed moisture content (%)

When Fibre Saturation Point is Unknown (Clause 5.2)

[ S_{12} = S_a \times \frac{12}{d} ]

Provided (|12 - d| \leq 2%).


Important Notes:

  • Impact bending values (Clause 5.3) are not adjusted; they are averaged and reported at 12% moisture content.
  • Fibre saturation point ( f ) is typically around 30% for most timbers.
  • Use Table 1 (Clause 4.3) for species-specific physical & mechanical properties in green and air-dry conditions.

Summary Table for Adjustment

Moisture ContentAdjustment FormulaCondition
Known ( f )( S_{12} = S_a \times \frac{f - 12}{f - d} )( d < f ), dry condition
Unknown ( f )( S_{12} = S_a \times \frac{12}{d} )If (
Impact BendingNo adjustment; average values at 12% moistureDynamic condition only

This ensures strength values are standardized at 12% moisture content for design consistency.

7Measures of Variability

IS 8745: Measures of Variability & Data Presentation

1. Measure of Variability (Clause 4.3.5)

  • All timber testing data must include a measure of variability.
  • Recommended scheme for reporting variability is given in Table 4 (not fully provided in context).
  • Typically, variability is expressed via:
    • Standard Deviation (σ)
    • Coefficient of Variation (COV) = (σ / Mean) × 100%

2. Presentation of Data Under Dry Condition (Clause 4.2, 4.3, 4.3.2)

  • Tables 1, 1A, and 2 must be self-explanatory with proper headings.
  • Include details per Clauses 4.3.1 to 4.3.5.
  • Numerical values should follow the rounding scheme in Table 3:
Property CategoryPropertyUnitRounding Scheme
GeneralAverage diameter of logsmmNearest integral figure
Specific gravity-3 decimal places
Moisture content%1 decimal place
Static BendingFibre stress at elastic limitN/mm²Nearest integral figure
Modulus of elasticityN/mm²1 decimal place
Work to elastic limit10⁻⁸ J/mm³3 decimal places
Impact BendingFibre stress at elastic limitN/mm²Nearest integral figure
Maximum height of dropmmNearest integral figure
Modulus of elasticityN/mm²1 decimal place
Compression Parallel to GrainCompressive stressN/mm²Nearest integral figure
Modulus of elasticityN/mm²1 decimal place
ShearRadial, TangentialN/mm²1 decimal place
Tension Parallel to GrainTensile stress at elastic limitN/mm²Ne
8Rounding Off Numerical Values

According to IS 8745 Clause 4.3.2 and referencing IS 2:1960, the rounding off of numerical values for test results must follow the scheme in Table 3 of IS 8745. The number of significant figures retained should match the specified values in the standard.

Key Rounding Off Scheme (Table 3 Summary)

Property CategoryPropertyUnitRounding Off Scheme
GeneralAverage diameter of logsmmNearest integral figure
Specific gravity-3 decimal places
Moisture content%1 decimal place
Masskg/m³Nearest integral figure
Shrinkage%1 decimal place
Static BendingFibre stress at elastic limitN/mm²Nearest integral figure
Modulus of elasticityN/mm²1 decimal place
Work to elastic limit10⁻⁸ J/mm³3 decimal places
Work to max load & total work10⁻³ J/mm³2 decimal places
Impact BendingFibre stress at elastic limitN/mm²Nearest integral figure
Max height of dropmmNearest integral figure
Modulus of elasticityN/mm²1 decimal place
Work to elastic limit10⁻³ J/mm³3 decimal places
BrittlenessJNearest integral figure
Compression Parallel to GrainCompressive stress at elastic limitN/mm²Nearest integral figure
Modulus of elasticityN/mm²1 decimal place
Compression Perpendicular to GrainCrushing stress at elastic limitN/mm²Nearest integral figure
ShearRadial, TangentialN/mm²1 decimal place
**Tension
9Reporting of Nail and Screw Withdrawal Resistance

IS 8745: Nail and Screw Withdrawal Resistance Reporting

Key Points from Clause 4.3 & Tables:

  • Withdrawal resistance is reported under 3 conditions:

    • Condition A: Driven in green timber, pulled immediately.
    • Condition B: Driven in green timber, pulled after drying.
    • Condition C: Driven and pulled in dry condition.
  • Resistance values are given for:

    • Nails and Screws
    • Directions: Radial, Tangential, and End grain

Table 1 (Summary Format for Withdrawal Resistance N (kgf)):

ConditionNail Withdrawal ResistanceScrew Withdrawal Resistance
RadialValues in kgfValues in kgf
TangentialValues in kgfValues in kgf
End GrainValues in kgfValues in kgf

Values include Average, Maximum, and Minimum from tests.


Units & Rounding (Table 3):

PropertyUnitRounding Scheme
Nail & Screw Withdrawal Resist.N (kgf)Nearest integral figure

Additional Notes:

  • Scantlings for testing are per IS 8720:1970.
  • Withdrawal resistance depends on moisture content and grain direction.
  • Data presentation includes average, maximum, and minimum values for reliability.
  • Physical and mechanical timber properties (density, modulus, etc.) accompany withdrawal data for comprehensive assessment.

flowchart LR
    A[Timber Sample] --> B{Condition}
    B -->|A: Green, pull immediately| C[Nail/Screw driven]
    B -->|B: Green, dry then pull| C
    B -->|C: Dry, pull immediately| C
    C --> D{Direction}
    D -->|Radial| E[Measure Withdrawal Resistance]
    D -->|Tangential| E
    D -->|End Grain| E
    E --> F[Report Average, Max, Min]

Summary: IS 8745 mandates reporting nail and screw withdrawal resistance in kgf for radial, tangential, and end grain directions under three moisture conditions, with results rounded to the nearest integer for clarity and consistency.

10Use of Tree, Scantling, and Species Averages

IS 8745 Key Points on Tree, Scantling & Species Averages

  1. Definitions (Clause 4.3.1):

    • Tree Average: Average of all sticks in a single tree or bolt.
    • Scantling Average: Average of all sticks in a scantling.
    • Species Average: Average of all tree or scantling averages of a species from a locality.
  2. Use:

    • Species averages are reported in Tables 1, 1A, and 2 for different moisture conditions (green, kiln-dry, air-dry).
  3. Key Tables:

    • Table 1(A): Nail and screw withdrawal resistance values (N or kgf) under three conditions:
      • Condition A: Driven green, pulled immediately.
      • Condition B: Driven green, pulled dry.
      • Condition C: Driven dry, pulled immediately.
    • Table 2: Physical and mechanical properties including:
      • Specific gravity, shrinkage, modulus of elasticity, modulus of rupture.
      • Compression parallel & perpendicular to grain.
      • Hardness, shear, tension, cleavage resistance.
      • Nail and screw withdrawal resistance.
  4. Important Notes:

    • Scantlings are selected per IS 8720:1970.
    • Moisture content affects mechanical properties; values are given for different moisture states.
    • Cleavage resistance (splitting) and withdrawal resistance are included in the revised tables.

Summary Table Format Example (Nail Withdrawal Resistance)

ConditionNail Withdrawal Resistance (N/kgf)Screw Withdrawal Resistance (N/kgf)
A (Green, pull at once)Radial, Tangential, EndRadial, Tangential, End
B (Green, pull dry)Radial, Tangential, EndRadial, Tangential, End
C (Dry, pull at once)Radial, Tangential, EndRadial, Tangential, End

Conceptual Flow of Averages

flowchart TD
    A[Individual Sticks in Tree] --> B[Tree Average]
    C[All Trees in Scantling] --> D[Scantling Average]
    B & D --> E[Species Average of Locality]

**Use these averages for design values

11Improvement Factor from Green to Dry Condition

Improvement Factor from Green to Dry Condition (IS 8745)

Definition (Clause 5.6)

  • The Improvement Factor (IF) is the average percentage increase in strength when timber dries from green (fresh) condition to dry condition at 12% moisture content.

Key Formula (Clause 5.1)

To adjust strength values to 12% moisture content:

[ S_{12} = S_a \times \frac{12 - f}{d - f} ]

Where:

  • ( S_{12} ) = strength at 12% moisture content
  • ( S_a ) = strength at observed moisture content ( d ) (below fiber saturation point)
  • ( f ) = fiber saturation point (usually ~30%)
  • ( d ) = observed moisture content in dry condition

Improvement Factor Calculation

[ IF = \frac{S_{12} - S_g}{S_g} \times 100% ]

Where:

  • ( S_g ) = strength in green condition
  • ( S_{12} ) = strength at 12% moisture content (dry condition)

Reference Table (Clause 4.3, Table 1)

  • Provides physical and mechanical properties of timber species in green and air-dry conditions (including specific gravity, bending strength, compression, shear, tension, hardness).
  • Use this data to compute ( S_g ) and ( S_a ) values for respective species.

Summary

  • Measure or obtain green strength ( S_g ) and dry strength ( S_a ).
  • Adjust dry strength to 12% moisture content using the formula.
  • Calculate improvement factor as percentage increase from green to dry condition.

flowchart LR
    A[Green Strength \(S_g\)]
    B[Dry Strength at moisture \(d\) \(S_a\)]
    C[Adjust \(S_a\) to 12% moisture \(S_{12}\)]
    D[Calculate Improvement Factor \(IF\)]

    A --> D
    B --> C --> D

This factor helps in understanding strength gain due to drying, critical for design and grading of timber.

Annex AComposition of the Technical Committee

Composition of the Technical Committee (IS 8745 - Annex A)

The Timber Sectional Committee, CED 9 comprises representatives from government, industry, research institutes, and experts in timber and related fields.

RoleRepresentative / Organization
ChairmanShri S. Shyam Sunder (Personal Capacity)
MembersMinistry of Defence, Directorate of Standardization
WIMCO Ltd, New Delhi
Karnataka State Forest Industries Corporation Ltd
Directorate General of Technical Development
Forest Departments (Uttar Pradesh, Himachal Pradesh, Karnataka)
Ministry of Railways
Forest Research Institute, Dehra Dun
Naval Headquarters
Indian Plywood Industries Research & Training Institute
Kerala Forest Research Institute
National Test House, Calcutta
Federation of Indian Plywood and Panel Industry
Central Building Research Institute, Roorkee
Directorate General of Supplies & Disposals
Directorate General of Civil Aviation
BIS Director General (Ex-officio)

Key Notes on Data Presentation (Clause 4.3.5)

ScenarioAverageMeasure of Variability
Sticks from a lotLot averageRange (max-min)
Data from localitySpecies average of localitySD or CoV (from tree/scantling averages if ≥5 samples; else all observations)
Entire regionSpecies average of regionSD or CoV (from tree averages if <5 localities; else locality averages)

Formulas:

  • Standard Deviation (SD):
    [ SD = \sqrt{\frac{1}{n-1} \sum_{i=1}^n (x_i - \bar{x})^2} ]

  • Coefficient of Variation (CoV):
    [ CoV = \frac{SD}{\bar{x}} \times 100% ]


flowchart TD
    A[Data Source] --> B{Type of Data}
    B -->|Lot of sticks| C[Report lot average]
    C --> D[Measure variability: Range (max-min)]
    B -->|Locality data| E[Report species average of locality]
    E --> F{Samples ≥5

Popular Questions About IS 8745

?How should timber strength values be adjusted for moisture content according to IS 8745?

According to IS 8745 Clause 5.1, timber strength values measured at moisture content ( d % ) (below fibre saturation point ( f )) should be adjusted to the standard 12% moisture content using:

[ S_{12} = S_a \times \frac{f - 12}{f - d} ]

Where:

  • ( S_{12} ) = strength at 12% moisture content (design/reference value)
  • ( S_a ) = strength at observed moisture content ( d )
  • ( f ) = fibre saturation point (typically ~30%)
  • ( d ) = observed moisture content (< fibre saturation)

Key points:

  • This formula adjusts dry condition strength values to a consistent 12% moisture content basis.
  • Impact bending values (dynamic tests) are not adjusted but averaged at the test moisture content (Clause 5.3).
  • Fibre saturation point ( f ) is the moisture content above which strength does not significantly change.

Summary Table

ParameterSymbolTypical Value
Fibre Saturation Point( f )~30%
Reference Moisture Content12%Design basis

This adjustment ensures uniformity in strength values for design and comparison.

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?What are the key physical and mechanical properties of timber covered in this standard?

IS 8745 specifies the key physical and mechanical properties of timber essential for design and industrial use, including:

  • Physical Properties:

    • Density
    • Moisture content
    • Shrinkage (radial, tangential, longitudinal)
    • Cleavage (resistance to splitting)
  • Mechanical Properties:

    • Modulus of elasticity (MOE)
    • Modulus of rupture (MOR)
    • Compression strength (parallel and perpendicular to grain)
    • Shear strength
    • Nail and screw withdrawal resistance

The standard emphasizes testing both small clear specimens (per IS 1708) and structural-sized specimens (per IS 2408) for accurate values, with proper sampling methods from IS 2455 and IS 8720.

Summary Table (Key Properties Covered)

PropertyDescription
DensityMass per unit volume
Moisture ContentWater percentage in timber
ShrinkageDimensional change on drying
CleavageResistance to splitting
Modulus of Elasticity (MOE)Stiffness measure
Modulus of Rupture (MOR)Bending strength
Compression StrengthLoad capacity along/perpendicular grain
Shear StrengthResistance to sliding failure
Nail/Screw WithdrawalFastener holding capacity

This comprehensive data presentation enables reliable timber design and comparison across species and conditions.

?How is variability in timber test data measured and reported?

According to IS 8745, Clause 4.3.5, variability in timber test data must always be reported using an appropriate measure of variability. The standard recommends using the scheme in Table 4 (not fully provided here) for different purposes.

Key points on measuring and reporting variability:

  • Variability is typically expressed as:
    • Standard deviation (σ)
    • Coefficient of variation (COV = σ / mean × 100%)
  • Data should be collected from multiple samples taken from different trees and logs to represent species variability (refer IS 2455 and IS 8720 for sampling).
  • Test results must be rounded off according to the property type (see Clause 4.3.2 Table 3), e.g.:
    • Mechanical properties like modulus of elasticity: 1 decimal place
    • Strength values: nearest integer
    • Moisture content and shrinkage: 1 decimal place

Summary Table for Variability Reporting (Typical practice):

MeasureDescriptionUsage
Standard Deviation (σ)Spread of data around meanRaw variability
Coefficient of Variation (COV)Normalized variability (%)Compare across properties/species

Example:

Property: Modulus of Elasticity = 12000 N/mm²  
Standard Deviation = 800 N/mm²  
Coefficient of Variation = (800 / 12000) × 100 = 6.67%

Visualization of variability reporting:

Loading diagram...

In brief: IS 8745 mandates reporting timber test variability quantitatively (SD, COV) with standardized rounding to ensure clarity and comparability.

?What rounding rules apply to numerical timber property values?

According to IS 8745 Clause 4.3.2 and Table 3, numerical timber property values must be rounded as follows:

Property CategoryProperty DescriptionRounding Scheme
GeneralAverage diameter of logs (mm)Nearest integer
Specific gravity3 decimal places
Moisture content (%)1 decimal place
Mass (kg/m³)Nearest integer
Shrinkage (%)1 decimal place
Static BendingFibre stress at elastic limit (N/mm²)Nearest integer
Modulus of elasticity (N/mm²)1 decimal place
Work to elastic limit (J/mm³)3 decimal places
Work to maximum load (J/mm³)2 decimal places
Impact BendingFibre stress at elastic limit (N/mm²)Nearest integer
Maximum height of drop (mm)Nearest integer
Modulus of elasticity (N/mm²)1 decimal place
Work to elastic limit (J/mm³)3 decimal places
Brittleness (J)Nearest integer
Compression Parallel to GrainCompressive stress (N/mm²)Nearest integer
Modulus of elasticity (N/mm²)1 decimal place
Compression Perpendicular to GrainCrushing stress (N/mm²)Nearest integer
Shear & Tension PerpendicularShear and tension stresses (N/mm²)1 decimal place
Tension Parallel to GrainTensile stress (N/mm²)Nearest integer
Modulus of elasticity (N/mm²)1 decimal place
Cleavage Resistance & Nail/Screw WithdrawalResistance (N or N/mm width)Nearest integer

Summary:

  • Use nearest integer for stresses, dimensions, and forces mostly.
?How are nail and screw withdrawal resistances presented in timber data?

According to IS 8745 Clause 4.3 and Table 1(A), nail and screw withdrawal resistances for timber are presented as follows:

  • Three conditions of testing:

    • Condition A: Nail/screw driven in green timber and pulled immediately.
    • Condition B: Nail/screw driven in green timber but pulled after drying.
    • Condition C: Nail/screw driven and pulled immediately in dry timber.
  • Directional withdrawal resistances are given for:

    • Radial direction
    • Tangential direction
    • End grain direction
  • Values provided:

    • Average, maximum, and minimum withdrawal resistances in Newtons (N) or kgf.
    • Separate values for nails and screws.
  • Rounding off scheme (Clause 4.3.2, Table 3):

    • Withdrawal resistance values are rounded to the nearest integral figure (N or kgf).

Summary Table Format (Excerpt)

ConditionNail Withdrawal Resistance (N or kgf)Screw Withdrawal Resistance (N or kgf)
RadialAverage, Max, MinAverage, Max, Min
TangentialAverage, Max, MinAverage, Max, Min
End GrainAverage, Max, MinAverage, Max, Min

This detailed tabulation enables designers to select appropriate fasteners and predict joint performance under different moisture conditions and grain orientations.

Loading diagram...

Key: This approach ensures comprehensive data for nail/screw withdrawal resistance under realistic service conditions.

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