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Timber Column Calculator to AS1720.1's banner

Timber Column Calculator to AS1720.1

Verified by the CalcTree engineering team on July 8, 2024

This calculator designs timber members in compression, like columns and truss struts, by ensuring the member meets compression requirements to Ultimate Limit State (ULS) methods.
All calculations are performed in accordance with AS 1720.1-2010.
Check out our Timber Design Standards - AS1720 and AS1684 for further explanation about timber design for compression members.

Calculation

Assumptions

  1. Only applicable to solid sawn timber, i.e. excludes plywood, GLT and LVL members
  2. Only applicable to F-grade timber
  3. Input geometry is for rectangular and square sections only
  4. Any applied wind,
    
    into a column from the presence of a braced bay has been resolved into a push-pull by the user and inputted as an axial load
  5. As per Cl 2.4.2 AS1720.1, seasoned timber has moisture content
    
    , unseasoned timber has moisture content
    
    and partially seasoned timber has moisture content
    
    -
    
    . For seasoned timber, the calculator takes
    
    as per Cl 2.4.2.3 AS1720.1 assuming it's average moisture content for 12 months is not expected to exceed 15%. For unseasoned timber, the calculator takes
    
    as per Cl 2.4.2.2 AS1720.1 assuming it will be subject to its full design load before being partially seasoned. For partially seasoned timber, the calculator uses Table 2.5 AS1720.1


Material Properties



Stress grade
:F22



f'c
:42


Stress Grade

Timber used in structural applications are assigned a stress grade classification. These grades can be obtained from visual or machine grading. The grading specifies structural timbers' characteristic values of strength and stiffness and stress limits. Stress grades are generally known by either:
  1. F-Grades: F4 - F34 (i.e. F22 indicates that the bending stress timber is approximately 22 MPa, and it can withstand that force without excessive deflection). Most Hardwoods are ‘F’ graded, with the higher the grade, the stronger the timber. F-Grades for sawn timbers are given in Table H2.1 of Appendix H in AS1720.1, and F-grades for plywood as given in Table 5.1.
  1. Machine-graded pine (MGP): [excluded from this calculator]
  2. Australian Ash (A17-grade): [excluded from this calculator]
  3. Glue-Laminated Timber (GLT): [excluded from this calculator]


Type
:Softwood


Types

Wood from trees is typically classified as either hardwood or softwood. You can be forgiven for thinking that hardwood indicates the relative hardness of the wood, but this is often misleading as many hardwoods are relatively soft and vice versa. The the main characteristic differences between hardwoods and softwoods are shown below.

Whether the beam is hardwood or softwood affects the

material constant which affects k12.


Seasoned or unseasoned
:Seasoned



Column Geometry



Condition of end restraint
:Restrained at both ends in position only



D
:{"mathjs":"Unit","value":150,"unit":"mm","fixPrefix":false}



B
:{"mathjs":"Unit","value":100,"unit":"mm","fixPrefix":false}



Ag
:15000




L
:{"mathjs":"Unit","value":2000,"unit":"mm","fixPrefix":false}



Lax
:{"mathjs":"Unit","value":2000,"unit":"mm","fixPrefix":false}



Lay
:{"mathjs":"Unit","value":2000,"unit":"mm","fixPrefix":false}



Loads



Type of live load
:Floors - Residential and Domestic



G
:{"mathjs":"Unit","value":50,"unit":"kN","fixPrefix":false}



Q
:{"mathjs":"Unit","value":60,"unit":"kN","fixPrefix":false}



W
:{"mathjs":"Unit","value":5,"unit":"kN","fixPrefix":false}



Ψs
:0.7



Ψl
:0.4



Ψc
:0.4

Table for finding the live load factors



Modification Factors



k1
:0.8


Load duration factor, k1

As per AS1720.1 Clause 2.4.1, the modification factor k1 describes the effect of duration of load on strength.

Since k1 changes for each load combination, we can determine which k1 will be most critical by determining w*/k1 for each load combination:


(1.35G)/k1
:118.42105263157895



(1.2G + 1.5Q)/k1
:187.5



(1.2G + 1.5ΨcQ)/k1
:172.80701754385964



(1.2G + Wu + ΨcQ)/k1
:89



(0.9G + Wu)/k1
:50



Most critical case
:1.2G + 1.5Q




k4
:1


Moisture content factor, k4

As per AS1720.1 Clause 2.4.2, k4 considers the effect of seasoning and moisture content. For seasoned & unseasoned timber, k4 = 1. If partially seasoned, k4 is taken from Table 2.5 of AS1720.1.



k6
:1


Temperature Factor, k6

As per AS1720.1 Clause 2.4.3, k6 considers the effect of temperature. For timber structures that are covered and under ambient conditions, k6 equals 1. For seasoned timber structures in coastal regions of Queensland north of latitude 25S and all other regions of Australia north of latitude 16S, k6 shall be taken as 0.9.


k12_yy
:0.7533333333333352



k12_xx
:0.40


Stability Factor, k12

As per AS1720.1 Clause 3.3.3, k12 considers the stability of the member. In compression, the end restraint has an impact on the slenderness and buckling of the timber column.
For buckling about the (major) X-axis,

and for buckling about the (minor) Y-axis,

.


S3
:13.33



S4
:20.00



ULS Compression Check



ϕ
:0.95


Capacity reduction factor

As per Table 2.1 of AS1720.1.



Nd,c
:190.848214285714



N*
:150



Utilisation
:0.785964912280703



Design status
:PASS


Nd,c=ϕk1k4k6k12fcAgN_{d,c} = \phi k_1k_4k_6k_{12}f'_cA_g

Related Resources

  1. Timber Design Standards - AS1720 and AS1684
  2. Wood Beam Calculator to AS 1720.1
  1. Timber Beam Calculator to EC5