Compression perpendicular to the grain

Checks a cross-section in compression perpendicular to the grain according to Clause 6.1.5.

All references to EN 1995-1-1:2004+A2:2014 unless otherwise stated.

Cross-section Inputs tab

Timber class

The timber strength class of the cross-section. See the timber database page for the types supported by Teretron.

Cross-section type

The geometry type of the cross-section.

Width $b$

The width of a rectangular cross-section, in mm.

Depth $h$

The depth of a rectangular cross-section, in mm.

Length $l_v$

The distribution length of the compressive force, in mm.

Area $A$

The area of a generic cross-section, in ${mm^2}$.

Area reduction $ΔΑ$

The area reduction ΔA refers to reductions in the nominal cross-section size that have to be taken into account in the calculation of the member strength (e.g. holes from fasteners) according to Subclause 5.2(2).

It should be given as a percentage of the total nominal area of the cross-section.

Calculation of factor $k_{c,90}$

Eurocode 5 states that the compressive strength can be multiplied by a factor $k_{c,90}$ for rectangular cross-sections of solid or glulam softwood, with $l_1 ≥ 2h$. This factor takes into account the load configuration, the possibility of splitting, and the degree of compressive deformation.

The value of $k_{c,90}$ should be taken between 1.0 and 1.75 and its precise value depends on the support conditions and the loading type.

The support condition cases are:

Member on continuous supports

For a beam resting on continuous supports, as per Figure 6.2(a).

Member on discrete supports

For a beam on discrete supports, as per Figure 6.2(b).

Other

Member arrangements not covered by the two cases above.

You can click the $i$ symbol next to each design case to see a pop-up with the respective image.

The loading cases are:

Loading near the edge

The distance to the edge $α$ must be specified, in mm.

Loading near the compressive force

The distance between compressive forces $l_1$ must be specified, in mm.

Contribution of the load distribution system in the member strength properties

Includes factor $k_{sys}$ for the calculation of the member strength, according to Clause 6.6, for a member that functions as part of a continuous load distribution system.

Note that Subclause 6.6(3) states that the strength verification for a continuous load distribution system should be carried out assuming short-term load duration.

Loading Inputs tab

Design compressive force $F_{c,90,d}$

The design value of the compressive force acting on the cross-section perpendicular to the grain, in kN.

Load duration class

The Load Duration Class, as defined in Clause 2.3.1.2.

Service class

The Service Class, taking into account the temperature and relative humidity of the environment, as described in Clause 2.3.1.3.

$k_{mod}$

Factor $k_{mod}$ taking into account the effect of the duration of the loads and the moisture content, according to Clause 3.1.3.

Fire Design tab

Active

Selects if this cross-section will also be designed against fire.

Remaining cross-section $A_{r,fi}$

The remaining cross-section for the fire design time, in $mm_2$.

Use factor $k_{c,90}$

If checked, the $k_{c,90}$ factor is included in the fire design calculations.