This section lists the main assumptions that are made in the steel member design module. Some of these assumptions are also described in the previous sections of this chapter and others are listed only in this section. It is up to you to check that these assumptions are suitable for your situation.
Note that some of the following general assumptions may be overridden by the code specific items listed in the sections immediately following this one.
Frame
imperfections are not automatically allowed for during the design
phase. When applicable (usually for multi-storey frames), you should
apply notional horizontal forces or initial deformations to the analysis
model in accordance with the requirements of the design code.
The
top flange of a member is the flange on the positive local y-axis
(or z-axis if the section has been flipped) side of the member. The
top flange of a member can be easily determined by displaying the
member local axes graphically and observing the direction of the local
y-axis (or z-axis if flipped).
The
top flange of a group as a whole is defined such that it is the same
as the top flange of the first member in the group.
The
critical flange at any point within a segment is assumed to be the
compression flange unless either end of the segment is laterally unrestrained
in which case it is assumed to be the tension flange. SPACE GASS is
not able to determine whether a loading condition is predominantly
due to gravity or wind and you should therefore check that the above
rule is valid for your situation.
All
section and member capacities are calculated assuming that stiffeners
do not exist.
The
AS4100, AISC-LRFD, BS5950, EUROCODE 3, HK CP2011, IS800 and NZS3404
modules assume that second order effects have been taken into account
by a second order elastic analysis. Moment magnification is not considered.
The
AS4100, AISC-LRFD, BS5950, EUROCODE 3, HK CP2011, IS800 and NZS3404
modules assume that the design load cases are factored (ultimate).
For
single angle sections, the effective lengths and flange restraints
must be input relative to the non-principal axes. For all other sections,
they must be input relative to the principal axes.
The
compression effective lengths Lmx and Lmy, used by AS4100 and NZS3404
in clause 8.4.2.2 for the calculation of Nc when ke=1.0, are assumed
to be equal to the lesser of the total design group length and the
normal compression effective lengths for the segment under consideration.
Lmx = MIN(Ltot,Lcmajor) and Lmy = MIN(Ltot,Lcminor), where Ltot is
the total design group length and Lcmajor and Lcminor are the normal
compression effective lengths.
The
torsion effective length used by AS4100 and NZS3404 is assumed to
be equal to the distance between adjacent full or partial restraints.
A
C (continuous) flange restraint is assumed to be equivalent to a series
of L (lateral) flange restraints spaced at increments of 1mm for the
length of the continuous restraint.
If
C (continuous) or I (ignore) flange restraints are repeated without
R, S, F, P or L restraints inbetween (eg. CCC, III or CI) then the
last C or I restraint is used and the previous repeated ones are discarded.
If
an intermediate flange restraint
is positioned at the beginning or end of a design group then it is
ignored in favour of the appropriate end flange restraint.
Member
offsets are automatically ignored (skipped over) during a steel member
design/check provided that they occur at the ends of a design group.
They are treated the same as I (ignore) flange restraints.
The
extra restraint condition in AS1250, SABS0162, BS5950, HK CP2011 and
AS3990 that provides partial restraint against lateral rotation (about
the cross section minor axis) of the critical flange is not supported.
Because
it is difficult for SPACE GASS to determine whether a member is a
true cantilever or not, AS1250 clause 5.9.4, SABS0162 clause 7.2.3(b),
BS5950 clause 4.3.5.4/4.3.5.5, HK CP2011 clause 8.3.4.3, IS800 clause
8.3.3 and AS3990 clause 5.9.4 have not been considered. This may cause
the bending effective length for cantilevers to be underestimated
and you should therefore check the bending effective length for cantilevers
calculated by the AS1250, SABS0162, BS5950, HK CP2011 and AS3990 modules.
When
calculating kt for AS4100 or NZS3404, if the critical flange switches
from top to bottom within the segment, the critical flange thickness
is assumed to be the thickness of the flange at the end of the segment.
When
calculating kl, SPACE GASS assumes conservatively that top flange
loads always occur within the segment rather than at the segment end(s).
kl
is calculated for "downwards" loads regardless of the member
orientation and flange positions. A "downwards" load is
assumed to act in the direction from the top flange to the bottom
flange. If you want kl=1.0 for columns, sloping beams or beams on
their side then you should set the load height position to "Shear
centre" regardless of the loaded flange or the load direction.
The
direction of the transverse load acting on a segment is determined
by the sign of the difference in shear force between the two segment
ends.
AS1250,
SABS0162, BS5950, HK CP2011, IS800 and AS3990 do not give specific
rules for calculating kr for all combinations of flange restraints
at the ends of the segment. In such cases interpolation has been used
to calculate some of the values of kr.
Eccentric
end connection effects (if not suppressed) are taken into account
in different ways depending on the design code being used. In most
cases, the eccentric end moments are simply added to the normal design
moments for the entire design group. Exceptions are BS5950 which optionally
uses the provisions of clauses 4.6.3 (tension) or 4.7.10 (compression)
and AS4100 and NZS3404 which use a Kt factor for tension members (if
activated).
Where
applicable (see previous item), moments due to eccentric end connection
effects for angles, channels and Tee sections subjected to axial loads
are added to the normal design moments only if they don’t cause a
net reduction in the final design moment.
Eccentric
end moments are calculated by multiplying the axial force by the distance
from the centroid of the connected plate to the centroid of the cross
section.
The
major axis of a single or double angle section is assumed to be parallel
to the short leg(s) of the section.
Double
angle sections are assumed to have no space between the individual
angle sections.
The
AS1250, SABS0162 and AS3990 modules assume that double angles are
connected together at intermediate points sufficient to ensure that
half of the design axial compressive force for the combined section
does not exceed the compressive capacity of each angle section considered
individually using an effective length (for buckling of the sections
away from each other) equal to the distance between connection points.
The
AS1250, SABS0162 and AS3990 modules consider only axial forces and
shears for single or double angle sections. Bending moments are not
considered. Eccentric end moments are considered where applicable.
The AS4100, BS5950, HK CP2011, EUROCODE 3 and NZS3404 modules consider
axial forces, shears (along minor axis) and bending moments (about
both axes) for single or double angle sections.
The
AS4100, NZS3404, AISC-ASD, AISC-LRFD, EUROCODE 3, BS5950, IS800 and
HK CP2011 modules convert double angle sections into the equivalent
Tee section and then treat them as a solid Tee shape. The AS4100,
NZS3404 and HK CP2011 modules do not support double starred angles.
Beam
Tees have the major axis parallel to the flange and are therefore
assumed to have their web vertical (assuming a zero direction angle
and no flipping).
Column
Tees have the major axis parallel to the web and are assumed to be
lying on their side with their flange vertical (assuming a zero direction
angle and no flipping).
The
AS1250, SABS0162 and AS3990 modules do not support column Tee sections.
The
AS4100 and NZS3404 modules do not support welded Tee sections unless
they are beam Tees with d/t<15 (lightly welded longitudinally)
or d/t<14 (heavily welded longitudinally).
The
AS4100 and NZS3404 modules assume that heavily welded (longitudinally)
I and H sections with equal flanges are flame cut. Lightly welded
(longitudinally) or unequal flanged I and H sections and all plate
web girders are assumed to be welded "as rolled".
The
AS1250, SABS0162 and AS3990 modules do not support welded box sections.
The
AS4100 and NZS3404 modules do not support welded circular hollow sections,
channels or angles.
The
AS4100, BS5950, HK CP2011, IS800 and NZS3404 modules assume that channel
sections have equal flanges.
The
AS4100, BS5950, HK CP2011, IS800 and NZS3404 modules assume that angle
sections have uniform plate thicknesses throughout the section.
The
AS4100 and NZS3404 modules do not support solid sections.
The
BS5950 and HK CP2011 modules assume that solid sections are class
1.
When
calculating the area removed from the section due to a bolted end
connection, SPACE GASS assumes that the bolts are through the web(s)
unless the end connection type is specified as "F", in which
case the bolts are assumed to be through the flange(s).
The
area removed from the section due to a bolted end connection is assumed
to apply for a distance of 250mm from each end of the design group.
The
BS5950 module assumes conservatively that single angle sections are
connected with a single fastener for clause 4.7.10.
The
AS4100 and NZS3404 modules perform a web capacity check in accordance
with appendix I. If the check fails, SPACE GASS treats it as a warning
rather than a failure condition.
Serviceability
requirements are not considered automatically. They must be checked
manually by direct inspection of displacement diagrams.
Torsional
effects are not considered.
Member
end bearing capacity is not considered.
For
the AS4100 and NZS3404 modules, am
is calculated using the formula in clause 5.6.1.1(a)(iii) when the
segment is restrained at both ends. If the segment is unrestrained
at one end, AS4100 and NZS3404 require the bending moment diagram
to be matched to one of the three diagrams shown in table 5.6.2. This
is very difficult when the bending moment diagram could be any conceivable
shape. Therefore, SPACE GASS uses am
= 0.25 if there is a non-zero moment at the unrestrained end, am =
2.25 if the mid-segment moment is less than 25% of the restrained
end moment, am
= 1.25 if the mid-segment moment is less than 50% of the restrained
end moment or otherwise am
= 1.0. This is less conservative than the approach adopted in v12.25.334
and earlier versions..
Shear
force in the major axis direction is not considered.
If
any term in the steel member design failure equation becomes negative,
it is assumed that the section has failed and a value of 9.99 is used
in place of the negative value.
The
brace, purlin, girt or other member that provides full, partial or
lateral restraint to the critical flange of a member must be capable
of resisting the force required to provide such restraint. This is
not automatically allowed for in the analysis or design. If you wish
to take this into account then you should add the restraint forces
to your applied loads. The restraint forces are code specific and
you should refer to the appropriate clauses for the design code you
are using.
This effect is particularly important for deep beams where the forces
required to restrain the critical flange can be quite high. You should
check that your model is capable of withstanding these forces.
Built-up, haunched, tapered, non-standard, mirrored or rotated sections cannot be used in the design/check modules.