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The parameters defined by the National Annex can be reviewed and modified in the Manager for National Annexes.
Partial safety factors
gM solid timber
gM glued laminated timber
gM accidental combinations
Shear parameters
kcr shear modification factor
Tensile stress alternative for Double tapered or Curved beams
Eq.(6.54) or Eq.(6.55) Used in determination of the greatest tensile stress perpendicular to the grain in the apex zone of a double tapered or curved beam.
More information about the parameters can be found in the appropriate Theoretical Background manual and in the EN 1995 code itself.
Service class
Structures shall be assigned to one of the service classes defined in the code.
Modification factor kmod
Modification factor for duration of load and moisture content.
Apply depth factor kh
For rectangular sections the effect of the member depth can taken into account for solid and glued laminated timber.
Ignore check
Setting to ignore the compression perpendicular to the grain check
Contact length
Length of supports for check for compression perpendicular to the grain.
Lamination thickness t
Thickness of the laminations of a glued, laminated cross-section.
These default sway types are used for all members, unless the user changes them in the settings made for particular members. The sway type is used for calculating the buckling ratios.
Y-Y
If ON, the members are sway for buckling about the Y-Y axis. If OFF, the members are non-sway for buckling about the Y-Y axis.
Z-Z
If ON, the members are sway for buckling about the Z-Z axis. If OFF, the members are non-sway for buckling about the Z-Z axis.
Max k ratio
The calculated value of k is limited and must not exceed the given value
Max. slenderness
If the slenderness of the checked member exceeds this value, the program prints a warning in the output report.
2nd order buckling ratios
a) According to input: The buckling data are considered in the 2nd order analysis by values as they were defined.
b) All non-sway: The whole structure is considered as non-sway.
Section check only
If this option is checked, only the section check is carried out. No stability check is performed.
Flexural buckling accounted for by 2nd order calculation
When this option is selected, there is no flexural buckling check performed as the second order calculation has accounted for this effect already.
Note: The reduction factor is set to 1 to account for this effect.
Deformation factor kdef
Deformation modification factor as defined in table 3.2 of the code.
Increase kdef according to 3.2(4)
Allows for increase of kdef factor for timber which is installed at or near its fibre saturation point.
Limiting values for deflections
The table defines the limit deformation values for various structural elements.
The default buckling parameters are used whenever a new 1D member is input into the project. By default, the new member takes these default parameters. If required, you may later alter these default values and assign specific values to the particular member ("Timber Member Data").
zz
System length for buckling around the local zz axis (weak axis). This is usually the length between the points braced in the direction of the local yy axis.
yz
System length for torsional buckling. This is the length between the restraints for torsion.
lt
System length for lateral-torsional buckling. This is usually the length between the points braced in yy direction (= length between the lateral restraints).
The buckling lengths for the calculation are always of the following form :
l = L * k
where
l = effective buckling length for calculation
L = system length
k = k factor
ky factor
a) Calculate: The value of the ky factor is calculated by the program.
b) Factor: The user defines the value of the factor.
c) Length: The user inputs the buckling length directly.
kz factor
ditto for kz factor
Influence of load position
This field is relevant for lateral-torsional buckling check. It provides for consideration of destabilising loads in moment factors for LTB.
Destabilising loads are loads that act above the level of the beam’s shear centre and are free to move sideways with the beam as it buckles (and produce a disturbing effect)
For a member with variable height, the value of ky ratio has no meaning. Buckling properties are calculated using the critical Euler force for this member. However, the user can choose to define a not-calculated buckling ratio which is used in each intermediate point of the member.
For a theoretical explanation about the calculation of buckling ratios ky and kz, see Steel Code Check Theoretical Background, Calculation of buckling ratios.