IS sp Part 331986AI Search Enabled✦ AI Generated

Handbook on Timber Engineering

IS SP Part 33 (1986) is a comprehensive handbook on timber engineering tailored for Indian conditions. It covers the properties, grading, design principles, construction practices, and preservation techniques of timber used in structural applications. This standard is essential for engineers, architects, and builders involved in designing and constructing timber structures, ensuring safe, efficient, and durable use of timber in buildings, poles, trusses, and marine environments.

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TimberCategory
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What This Standard Covers

IS SP Part 33 (1986) is a comprehensive handbook on timber engineering tailored for Indian conditions. It covers the properties, grading, design principles, construction practices, and preservation techniques of timber used in structural applications. This standard is essential for engineers, architects, and builders involved in designing and constructing timber structures, ensuring safe, efficient, and durable use of timber in buildings, poles, trusses, and marine environments.

Who Uses This Standard

  • Structural Engineers
  • Architects
  • Civil Engineers
  • Timber Technologists
  • Construction Managers
  • Building Inspectors
  • Wood Preservation Specialists

Key Topics Covered

Timber species identification and classification
Grading systems and preferred timber sizes
Mechanical and physical properties of timber
Design of timber beams, columns, and trusses
Load considerations and safety factors
Timber defects and permissible limits
Timber preservation and fire retardant treatments
Timber connections and joint design
Timber use in marine and chemical factory environments
Surface finishing and maintenance of timber
Poles, posts, and pitprops specifications
Lateral stability and buckling of timber members

Table of Contents

1Scope

Scope & Key Specifications from IS SP:33 (S&T)-1986 (Timber Engineering)

1. Specimen Sizes & Tests (Clause 12.5)

  • Load Test Specimen: 20 × 22 × 125 to 150 mm (for brittleness test)
  • Charpy Test Specimen: 12.5 × 12.5 × 125 mm with notch
  • Cross Sections:
    • Load test: 22 × 12 mm at 75 mm from one end (tangential side)
    • Charpy test: 10 × 12.5 mm at center on reverse side
  • Impact: Pendulum released freely; energy absorbed expressed in cm·kg

2. Preferred Sizes for Structural Timber (Clause 2.5)

  • Thickness (cm): 6, 8, 10, 12, 14, 16, 18, 20
  • Width (cm): 5, 6, 8, 10, 12, 14, 16, 18, 20, 24
  • Example Table for Roof Purlins, Rafters, Floor Beams:
Thickness (cm)Width (cm) Options
68, 10, 12, 14, 16
810, 12, 14, 16
1014, 16, 18, 20

3. Key Formulae for Mechanical Properties (Based on IS:1708-1969)

PropertyUnitsFormula
Static Bending
Fibre stress at limit of proportionalitykg/cm²(\sigma = \frac{3Pl}{2bh^2})
Modulus of elasticity (Static Bending)1000 kg/cm²(E = \frac{Pl^3}{4b h^3 \Delta} \times 1000)
Horizontal shear stress at max loadkg/cm²(\tau = \frac{3P}{4bh})
Impact Bending
2Timber for Structural Purposes

Key Specifications & Tables for Timber for Structural Purposes (IS SP Part 33):

1. Preferred Cut Sizes (Clause 2.5.2)

  • Roof purlins, rafters, floor beams:
Thickness (cm)Width (cm) Preferred Sizes
68, 10, 12, 14, 16
810, 12, 14, 16
1014, 16, 18, 20
  • Partition framing and covering:
Thickness (cm)Width (cm) Preferred Sizes
105, 8, 10
155, 8, 10, 12, 16
20-308, 10, 12, 16, 20, 24
40-504, 5, 6, 8, 10, 12, 16, 20, 24

2. Working Stress - Specific Gravity Relationship (Table 10)

Stress TypeStress (kg/cm²) = k × Specific Gravity (p)
Extreme fibre stress (broad-leaved)Inside: 300p, Outside: 250p, Wet: 200p
Extreme fibre stress (coniferous)Inside: 185p, Outside: 160p, Wet: 130p
Shear along grain26.5p (all locations)
Horizontal shear in beam18.5p (all locations)
Max. crushing stress along grainInside: 205p, Outside: 185p, Wet: 150p
Compression across grainInside: 110p, Outside: 85p, Wet: 70p

3. Effect of 1% Moisture Content Change on Strength (Table 11)

Property% Change in Strength per 1% Moisture Change
Static Bending (Fibre stress at elastic limit)5
3Methods of Test and Evaluation of Properties

IS SP 33 (S&T)-1986: Methods of Test & Evaluation of Properties

1. Specimen Sizes & Test Speeds (Clause 2.5 & Tables)

Test TypeSpecimen Size (mm)Speed of TestingLoad Application SurfaceProperties Determined
Static Bending20 × 22 × 125 to 150Movable head 2.5 mm/minTangential surface near heartFibre stress, Modulus of rupture, Modulus of elasticity, Shear stress
Charpy Impact Test12.5 × 12.5 × 125 (notched)Pendulum free fall (impact)Tangential & reverse sidesEnergy absorbed (cm·kg), Fibre stress at proportional limit
Compression Parallel Grain50 × 50 × 200 (gauge 150)0.6 mm/minCross-sectionCrushing stress, Modulus of elasticity
Compression Perpendicular Grain50 × 50 × 2000.6 mm/minCross-sectionCrushing stress, Modulus of elasticity
Indentation (Hardness)50 × 50 × 1506 mm/minRadial, Tangential, EndsMax load to embed steel ball
Shear50 × 50 × 62.5 (corner notch)0.4 mm/minRadial & TangentialMax shear stress
Tension Perpendicular Grain50 × 50 × 56 (semi-circular grip)2.5 mm/minRadial & TangentialMax tensile stress
Tension Parallel Grain7 × 7 mm cross-section, 50 mm gauge1 mm/minCross-sectionTensile stress at proportional & max load, Modulus of elasticity
Torsion25 mm dia × 15 mm gauge lengthTorque at 600 cm·kg/minCross-section rotationTorsional shear stress, Modulus of rigidity

2. Key Formulas (Clause 3.1.1 & IS 170

4Fire Performance and Preservation

Fire Performance and Preservation as per IS SP Part 33

Key Points from Clause 6.2.10.3:

  • Fire-proofing wood involves chemical fire-retardant treatments (see Clause 4.4).
  • Design should consider the rate of charring to calculate safe load-bearing dimensions.
  • Fire stops should be provided at potential fire start points to prevent flame spread.
  • Joints, especially with metal parts, are fire-vulnerable; protect by:
    • Locating joints away from fire source.
    • Using materials with higher fire resistance.
    • Increasing net section or testing joints under fire conditions.

Fire-retardant Treatment (Clause 4.5 & 4.5.3):

  • Treatment method: Full-cell pressure treatment is most effective.
  • Penetration depth: ~1.5 cm from surface.
  • Heavy salt absorption is necessary for flame control.

Table 16: Salt Absorption for Fire Retardant Treatment

Cross-section size (cm)Salt Absorption (kg/m)
Up to 540 - 48
5 to 1032 - 40
10 to 2024 - 32
More than 2012 - 24

Rate of Charring (Typical values from literature):

  • 0.6 mm/min (approximate) for softwoods.

  • Design residual section after charring time ( t ):

    [ d_{residual} = d_{original} - \beta \times t ]

    where (\beta) = charring rate (mm/min), (t) = fire exposure time (min).


flowchart LR
    A[Wood Member] --> B[Fire Exposure]
    B --> C[Surface Charred]
    C --> D[Reduced Cross-section]
    D --> E[Check Load Capacity]
    E --> F{Safe?}
    F -->|Yes| G[Continue Use]
    F -->|No| H[Apply Fire-retardant Treatment or Redesign]

Summary: Use full-cell pressure treatment with adequate salt absorption per Table 16, design for charring by reducing effective cross-section, protect joints,

5Design Considerations and Safety Factors

IS SP Part 33: Design Considerations & Safety Factors


1. Factors of Safety & Working Stresses (Clause 3.3)

  • Creep Factor (f):
    • Traditionally: 0.6 (based on USA experience)
    • Recent studies suggest: 0.3 (0.45 × 0.6) for long-term loads ≤ 45% elastic limit
  • Elastic Limit: ~60% of modulus of rupture

2. Duration of Loading - Modification Factor ( K_2 ) (Table 12)

Duration of LoadingModification Factor ( K_2 )
Continuous1.0
Two months1.15
Seven days1.25
Wind and earthquake1.33
Instantaneous or impact2.00

3. Bearing Stresses & Constants (Clause 12.9)

  • Constants:
Condition( C ) (loading/fixing)
Cantilever, concentrated load4
Cantilever, uniformly distributed12.9
Simply supported, concentrated load16.9
Simply supported, uniformly distributed28.3
Ends clamped43.3
  • Parameters:
SymbolMeaning
( E )Modulus of elasticity in bending
( I' )Moment of inertia about vertical axis
( L )Span
( d )Depth of beam
( b )Width of beam
( W_L )Live load
( W_D )Dead load
( K )Torsion constant = ( a d b^2 ) (a from Table 23)
( G )Modulus of rigidity in torsion = ( E/16 )
( \lambda )Constant depending on ( d/b ) (Table 23)

4. Table 23: Values of ( a ) and ( \lambda

6Timber Structural Elements and Construction Practices

Key Formulas & Specifications for Timber Structural Elements (IS SP 33)

1. Preferred Cut Sizes (Clause 2.5.2)

  • For roof purlins, rafters, floor beams:
Thickness (cm)Width (cm) Preferred Sizes
68, 10, 12, 14, 16
810, 12, 14, 16
1014, 16, 18, 20
  • For partition framing and covering (Thickness × Width in cm):
ThicknessWidth (cm) Preferred Sizes
105, 8, 10
155, 8, 10, 12, 16
20 - 308, 10, 12, 16, 20, 24
40 - 504, 5, 6, 8, 10, 12, 16, 20, 24

2. Mechanical Properties & Test Formulas (Clause 3.5)

  • Modulus of Rupture (MOR):
    [ MOR = \frac{(p + 0.75w) \times L}{b h^2} ] where:

    • (p) = load at failure (kg)
    • (w) = weight of specimen (kg)
    • (L) = span length (cm)
    • (b) = width (cm)
    • (h) = height (cm)
  • Compression Parallel to Grain:
    [ CS = \frac{P}{A} ] where:

    • (P) = max load (kg)
    • (A) = cross-sectional area (cm²)
  • Deflection Measurement: At mid-span under incremental loads (e.g., 2000 kg intervals).

3. Loading Speed for Compression Tests:

  • For compression perpendicular to grain:
    [ N = 0.0291 \times p^{4/9}
7Testing and Classification of Timber Species

IS SP Part 33: Testing & Classification of Timber Species

Key Testing & Evaluation Points (Clause 3.1.1 & 3.1.4)

  • Tests on small clear specimens (IS:1708-1969) and structural sizes (IS:2408-1965).
  • Properties tested in green and dry conditions; green values are safer for design.
  • Suitability indices (Table 8) compare species relative to teak (index = 100) for:
    • Strength as beam
    • Suitability as post/strut
    • Shock resistance
    • Surface hardness
    • Splitting (refractorness)
    • Nail/screw holding

Table 8: Sample Suitability Indices (Teak = 100)

Species (Trade Name)Beam StrengthPost SuitabilityShock ResistanceSurface HardnessSplitting Coeff.Nail Holding
Dalbergia sissoo (Sissoo)959013012080115
Hopea glabra (Hopca)13013014520555145
Mimusops littoralis (Bullet)145145145230105150
Shorea robusta (Sal)11511013015090125

Important Formulae (Appendix D, IS:1708-1969)

PropertyFormulaUnits
Fibre stress at proportionality(\sigma = \frac{3Pl}{2bh^2})kg/cm²
Equivalent fibre stress max load(\sigma = \frac{3P l}{2 b h^2})kg/cm²
Modulus of elasticity (bending)(E = \frac{P l^3}{4 b h^3 \Delta})1000 kg/cm²
8Timber Connections and Joint Design

Timber Connections & Joint Design - Key Points from IS SP:33 & Related Codes

1. Types of Connectors (6.3.4.1)

  • Wooden disc type
  • Metal type (embedded partly in adjacent members, used with small diameter bolts)
  • Testing & evaluation standardized as per IS:4907-1968.

2. Nail Joint Design (6.2.11.3 & IS:4983-1968)

  • Laminated beams: 2-3 cm thick planks, staggered joints (30-60 cm apart).
  • Nails: minimum 4 in vertical row, spacing max 7.5 cm.
  • Pre-boring depends on wood hardness; pre-bore diameter less than nail diameter by 0.5-1.5 mm.

3. Bolt Joint Design Example

  • Safe working stress for dry teak: 120 kg/cm².
  • Bolt diameter: 10 mm, length: 35 mm, thickness of member: 3.5 cm.
  • Safe load per bolt = 120 × 3.5 = 420 kg.
  • Number of bolts for 1200 kg load ≈ 3 bolts on each side.
  • Plate thickness = half the member thickness (1.75 cm).
  • Plate length = 2 × (7d + 4d + 7d) = 36 cm (d = bolt diameter).

4. Metal Connectors (6.3.4.3 & IS:4907-1968)

  • Types: split rings, toothed rings, claw plates, spike grids, shear plates.

  • Design based on test results; exact stress distribution complex.

  • Allowable load = connector-factor × number of connectors × working load.

  • Minimum spacing for connectors at angle θ:

    [ R = \sqrt{A^2 \sin^2 \theta + B^2 \cos^2 \theta} ]

    • (A) = spacing at 0° load direction
    • (B) = spacing at 90° load direction
  • Connectors placed symmetrically; max 3 connectors per face with full load, additional connectors counted at 1/3 load.


Nail Spacing Guidelines (from Figures 11-13)

| Joint Type | Minimum End Distance |

9Surface Finishing and Maintenance

Key Points on Surface Finishing and Maintenance (IS SP Part 33)

Types of Wood Finishes (Clause 9.1.2)

  • Drying Mechanism:

    • Chemical Reaction (Irreversible): e.g., drying oils, resins.
    • Solvent Evaporation (Reversible): e.g., lacquers.
    • Combination: Initial solvent evaporation followed by chemical set.
  • Principal Wood Finishes:

    • Shellac: Quick drying, low strength film.
    • Lacquers: Glossy, decorative finishes.
    • Paints: Pigment + vehicle mixtures; colors per IS:86-1950.
    • Enamels: Varnish/lacquer + opaque pigments for wear resistance.
    • Fillers/Sealers: Base coat to prevent penetration, ease spreading.

Relevant Indian Standards (Clause 9.1.4)

IS No.Description
IS 75-1973Linseed oil, raw and refined
IS 155-1950Ready mixed matt-black paint for wood
IS 162-1950Fire resisting paint for wood
IS 337-1975Interior varnish finishing
IS 347-1975Shellac varnish general purpose
IS 349-1981Cellulose nitrate lacquer for metal
IS 3585-1966Aluminium priming paint for wood
IS 2338 (Pt 1 & 2)Wood finishing workmanship & schedules

Maintenance Tips

  • Conduct field trials and accelerated weathering tests before application.
  • Select finishes based on wood species and environmental exposure.
  • Use plasticisers and driers as needed to improve finish properties (e.g., hardness, flexibility).

Summary Table: Wood Finish Types and Characteristics

Finish TypeDrying MechanismKey FeaturesTypical Use
ShellacChemical reactionQuick drying, low strengthInterior decorative
LacquerSolvent evaporationGlossy, shinyArt objects, panels
PaintPig
10Special Applications: Marine and Chemical Factory Constructions

IS SP Part 33: Special Applications - Marine & Chemical Factory Constructions

Marine Constructions (Clause 6.2.16)

  • Structures exposed to seawater require materials resistant to corrosion and marine biofouling.
  • Use corrosion-resistant metals (stainless steel, coated steel) or treated timber.
  • Design for wave, current, and salt spray loads.
  • Protective coatings and cathodic protection recommended.

Chemical Factory Constructions (Clause 6.2.15 & 6.2.15.1)

  • Timber Selection:
    • Resistant timbers: teak, conifers (acid-resistant up to 10%), hardwoods (acid-resistant up to 5%).
    • Recommended species: white siris, pussar, sissoo, white cedar, cypress, dhaman, jarul, lendi, kail, chir, kindal.
  • Treatment:
    • Neutralize acid/alkali effects via chemical treatments or coatings (commercial paints, shellac, asphalted paraffin).
    • Use resin-impregnated/compressed timbers (compregs).
  • Joints:
    • Prefer all-wood joints to avoid metal corrosion.
    • Protect joints with coatings.
  • Testing:
    • Perform accelerated exposure and strength tests pre- and post-treatment.

Summary Table: Timber Resistance to Chemicals

Chemical TypeMax ConcentrationRecommended Timber TypeNotes
AcidsUp to 10%ConifersMinimal effect in cold conditions
AcidsUp to 5%Hardwoods (e.g., teak)
Alkalies-Treated/impregnated timbersWood swells beyond water swelling

Key Recommendations:

  • Avoid metals at joints in chemical environments.
  • Use treated or naturally resistant timber.
  • Conduct accelerated chemical exposure and strength tests before design finalization.
flowchart TD
    A[Chemical Exposure] --> B{Material Choice}
    B -->|Resistant Timber| C[Teak, Conifers, Sissoo, etc.]
    B -->|Treated Timber| D[Compregs, Coatings]
    B -->|Avoid Metals| E[All-Wood Joints]
    C & D & E -->
11Poles, Posts, Pitprops and Piles

Key Specifications & Formulas for Poles, Posts, Pitprops, and Piles (IS SP Part 33, Clause 6.2.18)

1. Poles, Posts, Pitprops (Clause 6.2.18.1)

  • Wood Species Groups (IS:876-1970):

    • Group A: Modulus of rupture > 850 kg/cm² (e.g., Sal, Teak, Chir)
    • Group B: 630 - 850 kg/cm²
    • Group C: 450 - 630 kg/cm²
  • Load Classifications (Ultimate breaking load):

    • a) ≥ 1350 kg
    • b) 1100 - 1350 kg
    • c) 850 - 1100 kg
    • d) 700 - 850 kg
    • e) 550 - 700 kg
    • f) 400 - 550 kg
    • g) 300 - 400 kg
  • Circumference at Ground Line (cm) for Poles (Table 25):

Load ClassHeight (m)Group AGroup BGroup C
1 (≥1350)12838796
4.8606370
7 (300-400)12545763
4.8404145

2. Testing Poles (Clause 6.2.18.4)

  • Poles tested as cantilever with load applied 60 cm from top.
  • Maximum fibre stress (σ) formula:

[ \sigma = \frac{P \times l}{Z} ]

Where:

  • (P) = Load at failure (kg)
  • (l) = Distance between load point and break point (cm)
  • (Z = \frac{3}{32} \pi r^3) (Section modulus for circular cross-section)
  • (r) = radius of pole (cm)

3. **Timber Piles (Clause

12Appendices: Indian Standards Relevant to Timber Engineering

Key Indian Standards Relevant to Timber Engineering (IS SP Part 33)

Important IS Codes (Appendix A Highlights)

  • IS 190-1974: Specification for coniferous sawn timber baulks and scantlings.
  • IS 287-1973: Maximum permissible moisture content of timber.
  • IS 883-1970: Code of practice for design of structural timber in buildings.
  • IS 401-1982: Code of practice for preservation of timber.
  • IS 1150-1976: Trade names and symbols for timber species.
  • IS 1326-1976: Specification for non-coniferous sawn timber.
  • IS 1708-1969: Methods of testing small clear specimens of timber.
  • IS 3629-1966: Specification for structural timber in building.
  • IS 4891-1968: Preferred cut-sizes of structural timbers.
  • IS 4924-1968: Test methods for nail-jointed timber trusses.

Structural Timber Groups & Properties (Table 1)

GroupModulus of Elasticity (N/mm²)Specific GravityUltimate Bending Stress (N/mm²)Permissible Bending Stress (N/mm²)
A (Super)>12,600>0.739018.2
B (Standard)>9,8000.62 - 0.736012.3
C (Ordinary)>5,600<0.62428.4

Permissible Stresses for Grade 2 Timber (Table 2) (kgf/cm²)

Stress TypeLocationGroup AGroup BGroup C
Bending & TensionInside18212384
Bending & TensionOutside15210270
Bending & TensionWet1208160
Shear (Horizontal)All1296
Compression ParallelInside12070

Popular Questions About IS sp Part 33

?What are the recommended grading systems for structural timber under this standard?

Recommended Grading Systems for Structural Timber (IS SP Part 33)

  • Three Grades Recognized (IS:3629-1965 & IS:1629-1971):

    • Select Grade: Defects reduce strength ≤ 12.5%.
      • Safe working stresses = (7/6) × Standard Grade stresses.
    • Grade I (Standard Grade): Defects reduce strength >12.5% and ≤ 25%.
    • Grade II (Common Grade): Defects reduce strength >25% and ≤ 37.5%.
      • Safe working stresses = (5/6) × Standard Grade stresses.
  • Defect Restrictions:

    • No loose grain, splits, reaction wood, decay, knot, or holes with live infestation.
    • Wanes allowed only if not combined with knots and no adverse effect on bearing/nailing.
  • Strength Reduction Factors:

GradeStrength ReductionFactor (f) for design stress
Select Grade≤ 12.5%0.875
Grade I>12.5% to ≤ 25%0.75
Grade II>25% to ≤ 37.5%0.625
  • Additional Notes:
    • Timber with weight < 75% of average (Appendix H) is rejected.
    • Grouping species by modulus of elasticity and strength is also practiced (Groups A, B, C).

This grading ensures safe design stresses accounting for defects and species variability.

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?How does IS SP Part 33 address timber defects and their permissible limits?

IS SP Part 33 on Timber Defects and Permissible Limits:

  • Prohibited Defects: Loose grain, splits, compression wood, heartwood rot, sap rot, warps are completely prohibited for structural timber (Clause 2.4.8).

  • Permissible Defects with Limits:

    • Wanes, knots, worm holes (except powder post beetle damage), pin holes, checks, shakes, slope of grain are allowed within specified limits depending on timber grade (Clause 2.4.8, Table 7).
  • Measurement & Evaluation:

    • Defects like checks, decay, holes, knots are measured as per IS:3364 (Part 1 & 2)-1976.
    • Defect units quantify degrade based on size, number, location, e.g., checks up to 2 mm separation, decay as % area affected (Clause 2.5.3.7).
  • Permissible Limits Example (Knots & Checks):

DefectGrade 1 LimitGrade 2 LimitGrade 3 Limit
Slope of GrainNot more than 1 in 20Not more than 1 in 15Not more than 1 in 12
Live Knots (max size mm)Varies with timber width (e.g., 10-38 mm for 75-300 mm width)Larger permissible sizesEven larger permissible sizes
Checks (max depth mm)Up to 1/8 width of surfaceUp to 1/6 widthUp to 1/4 width
  • Testing:
    • Tests on small clear specimens (IS:1708) and structural sizes (IS:2408) ensure reliability (Clause 3.1.1).

Summary Diagram:

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?What design factors and safety margins are specified for timber columns and beams?

Design Factors & Safety Margins for Timber Columns and Beams as per IS SP Part 33

  1. Load Considerations (Clause 5.1.2):

    • Design for worst load combinations (dead + live loads per IS:875-1964).
    • Wind and seismic loads not considered simultaneously.
    • Net cross-section accounts for material removed by boring/grooving (except nail pre-boring).
    • No notch/groove should remove > 25% of section.
    • For intermediate/long columns, gross section used for load capacity.
  2. Factor of Safety & Stress Limits:

    • Use permissible stresses based on species and weakest section.
    • For long columns, use formula (Clause 33.3): [ \text{Permissible stress} = 0.329 \frac{E}{\lambda^2} ] where (E) = modulus of elasticity, (\lambda) = slenderness ratio.
    • Slenderness ratio (\lambda = \frac{L}{d}), where (L) = effective length, (d) = least lateral dimension.
  3. Effective Length for Columns (Clause 5.3.7):

    • Pin-ended: effective length = actual length.
    • One end fixed, other free: effective length = 2 × actual length.
    • UK practice (for reference):
      • Both ends pinned: (L_e = L)
      • One end pinned, other fixed: (L_e = 0.85 L)
      • Both ends fixed: (L_e = 0.7 L)
  4. Design Checklist for Members (Clause 6.1.2):

    • Assess all loads carefully.
    • Calculate stresses for worst load combination.
    • Choose timber species and grade considering cost and availability.
    • Design joints for maximum loads, especially where load is at an angle to grain.

Summary Table: Effective Length Factor for Timber Columns

End ConditionsEffective Length (L_e)
Both ends pinned(L_e = L)
One end fixed, other free(L_e = 2L)
One end pinned, other fixed(L_e = 0.85L) (
?Which timber species are suitable for marine environments and how should they be treated?

Suitable Timber Species for Marine Environments (IS SP Part 33)

  • Preferred species:

    • Untreated heartwood of high durability (Class 1) per IS:401-1982 (e.g., Teak).
    • Treated heartwood of moderate (Class 2) and low durability (Class 3) with good treatability.
    • Heartwood of moderate durability with appropriate pressure impregnation.
    • Sapwood of any class after thorough preservative treatment.
  • Treatability classes (IS:401-1982):

    • a) Easily treatable heartwood
    • b) Treatable heartwood (complete penetration not always guaranteed)
    • c) Partially treatable heartwood
    • d) Refractory heartwood
    • e) Very refractory heartwood (negligible penetration)
  • Treatment methods:

    • Pressure impregnation under 10.5 kg/cm² (creosote-crude oil or water-soluble preservatives).
    • Fish oils sometimes used as supplementary treatment.
    • Continuous monitoring needed due to varying marine organisms and tidal effects.
  • Design advice:

    • Understand local marine organisms (borers vs. foulers).
    • Consider tidal impact.
    • Due to challenges, concrete or rubber alternatives are increasingly preferred for marine structures.

Summary Table: Timber Selection Criteria for Marine Use

Durability ClassTreatability ClassTreatment RequirementUsage Recommendation
Class 1AnyNoneUse untreated heartwood
Class 2a, b, cPressure impregnationUse treated heartwood
Class 3a, bPressure impregnationUse treated heartwood
All ClassesSapwoodThorough preservative treatmentUse treated sapwood

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?What are the guidelines for designing timber trusses and connections according to this handbook?

Guidelines for Designing Timber Trusses and Connections (IS SP Part 33, Clause 6.1.2):

  1. Truss Selection:

    • Choose truss type based on architectural needs, structural compatibility, fabrication, and erection feasibility.
  2. Load Assessment:

    • Carefully evaluate all live loads.
    • Compute dead loads including roofing, sheathing, rafters, and truss self-weight.
  3. Stress Analysis:

    • Calculate stresses in members for worst load combinations.
    • Design members as columns or tension members if forces act along the axis; treat as beams if lateral forces exist.
  4. Material Selection:

    • Check timber species and grade availability, considering cost.
  5. Member Sizing:

    • Size members to resist maximum stresses.
  6. Joint and Connector Design:

    • Choose joint types based on material and workmanship.
    • Design joints for maximum load, paying attention to loads acting at angles to grain.
  7. Assumptions in Analysis:

    • Loads act at member axes intersections (joints).
    • Equilibrium conditions: ∑H = 0, ∑V = 0, ∑M = 0.
    • Use trigonometric, moment, or graphic methods for force determination.
  8. Practical Experience:

    • Refer to Forest Research Institute designs for various truss types (nail, bolt, dowel joints, arches, cantilevers).

Summary Table: Key Design Steps

StepDescription
1. Truss TypeSelect based on architecture & feasibility
2. Load CalculationLive + Dead loads
3. Stress AnalysisMember forces & combined stresses
4. Material ChoiceTimber species & grade
5. Member SizingBased on max stress
6. Joint DesignMaterial, workmanship, max load, grain angle
7. Analysis MethodTrigonometric, moment, graphic

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