CIB-W18 Timber Structures – A review of meeting 1-43 2 MATERIAL ...
CIB-W18 Timber Structures – A review of meeting 1-43 2 MATERIAL ...
CIB-W18 Timber Structures – A review of meeting 1-43 2 MATERIAL ...
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harmonization <strong>of</strong> glulam standards that are being developed in countries<br />
such as China and Taiwan as well as for ISO standards currently under development.<br />
Conclusions<br />
With a large number <strong>of</strong> projects underway in ISO/TC165, <strong>Timber</strong> <strong>Structures</strong>,<br />
to develop ISO standards for glued laminated timber, it is important<br />
that countries involved in the process understand various national standards<br />
and how the provisions <strong>of</strong> those national standards need to be accommodated<br />
in the ISO process. This is also true when countries such as<br />
China and Taiwan move toward developing their own national standards<br />
for products such as glulam and must consider how other national standards<br />
have been developed. In virtually all cases some compromises are required<br />
by the various countries involved to be able to work towards harmonization<br />
<strong>of</strong> glulam standards through the ISO process while acknowledging<br />
national differences.<br />
40-12-6 M Frese, H J Blass<br />
Bending strength <strong>of</strong> combined beech-spruce glulam<br />
Abstract<br />
This paper is the third part <strong>of</strong> an easily understandable series dealing with<br />
the bending strength <strong>of</strong> beech glulam published in <strong>CIB</strong>-<strong>W18</strong> since 2005. It<br />
describes how to handle combined beech-spruce glulam with bottom and<br />
top lamellae <strong>of</strong> beech and middle lamellae <strong>of</strong> spruce.<br />
The main topics <strong>of</strong> the paper are particularly stress distribution in the<br />
cross section, characteristic bending strength, MOE, beam lay-up and demands<br />
on both the strength grading <strong>of</strong> the lamellae and the characteristic<br />
finger joint bending strength.<br />
In comparison with combined beech glulam it is to be expected that<br />
substituting middle spruce lamellae for beech decreases the cost <strong>of</strong> materials<br />
due to the higher price <strong>of</strong> beech. But the lower MOE <strong>of</strong> spruce compared<br />
to beech has to be considered causing an increase in tensile or compression<br />
edge stress, respectively, if the cross section is to be subjected to<br />
the same bending moment as a combined beech glulam beam. The use <strong>of</strong><br />
the calculation model for the characteristic bending strength which is originally<br />
related to combined beech glulam does, therefore, necessitate some<br />
further considerations to define strength classes for combined beechspruce<br />
glulam.<br />
Conclusions<br />
Substituting beech by spruce in the middle zone <strong>of</strong> a combined beech glulam<br />
beam causes an increase in edge stress in the beech-spruce cross section<br />
<strong>of</strong> less than 3% in comparison with the combined beech cross section.<br />
The important thing about it is that the portion <strong>of</strong> the middle zone must not<br />
exceed 60 % <strong>of</strong> the beam height. By defining marginally higher demands<br />
on the characteristic finger joint bending strength than in case <strong>of</strong> combined<br />
beech glulam it is possible to compensate for the decrease <strong>of</strong> about 3% related<br />
to the characteristic bending strength. Hence, the same strength classes<br />
are possible as in case <strong>of</strong> combined beech glulam. Table 5 gives a survey<br />
<strong>of</strong> the results and the demands on both strength grading and finger<br />
joints.<br />
Table 5 Strength and stiffness values and requirements; reference beam<br />
height 600 mm<br />
strength values (N/mm 2 )<br />
GL28hyb GL32hyb GL36hyb GL40hyb GL44hyb GL48hyb<br />
fm,k 28 32 36 40 44 48<br />
stiffness values (N/mm 2 )<br />
E0,mean 13200 13200 13200 14000 14700 14700<br />
E0,05 12400 12400 12400 13300 14200 14200<br />
beech: requirements outer zone (>h/5)<br />
DEB 2 48 >54 >59 >64 >71 >72<br />
spruce: requirements middle zone (