6. PERFORMANCE OF LVL IN FIRE
For timber surfaces facing a void cavity in a floor or wall
assembly (normally the wide sides of a stud or a joist),the fol-
lowing applies:
• Where the fire protective cladding consists of one or two
layers of gypsum plasterboard type A, wood panelling or
wood-based panels, at the time of failure tf of the cladding,
k0 should be taken as 0,3. Thereafter k0 should be assumed
to increase linearly to 1,0 during the following 15 minutes;
• Where the fire protective cladding consists of one or two lay-
ers of gypsumplasterboard type F, at the time of start of char-
ring tch, k0 is 1. For times t < tch, linear interpolation should
be applied, see Figure 6.6 (b).
The effective cross section should be used for the calculation of
the stiffness and fire resistance of an LVL member.
Note: The effective cross sectionmethod is recommended.
However, depending on the National Annex, the reduced prop-
erties method of Eurocode 5 may also be used.
3. Determination of design values of strength and stiffness
For the calculation of the design values of mechanical re-
sistance Rd,t,fi in a fire situation, the design values of strength
properties shall be determined by the equation:
f_(d,fi)=k_(mod,fi) f_20/γ_(M,fi)
(6.2) (EC5 2.1)
where
f
d,fi
is the design strength in fire;
f
20
is the 20 % fractile of a strength property at normal
temperature. It can be calculated as
f
20
=
k
fi
∙
f
k
. For
LVL
k
fi
is 1,1, so
f
20
is 1,1 times the characteristic
strength
f
k
;
k
mod,fi
is the modification factor for fire. It replaces the
modification factor for normal temperature design
k
mod
given in EN 1995-1-1. kmod,fi is 1,0 in most
cases, except when the method of annex C of
EN 1995-1-2 is used; and
γ
M,fi
is the partial safety factor for timber in fire. The
recommended factor for material properties in fire is
γ
M,fi
= 1,0. Information on national choice may be
found in the national annex.
For example, the design value of bending strength for LVL-
36 C:
f_(m,d,fi)=k_(mod,fi)∙(k_fi∙f_(m,k))/γ_(M,fi) =1,0∙(1,1∙36 N/
mm^2 )/1,0=39,6 N/mm^2
For stability calculations, the characteristic values of stiffness
properties at normal temperature are used.
4. Determination of the design values of actions
The design effect of actions Ed,fi for the fire situation is
determined in accordance with EN 1991-1-2:2002, including
the effects of thermal expansions and deformations. In typical
cases of timber structures where the own weight is relatively
low, the design values of actions
E
d,fi
are 0,2-0,4 times the ac-
tions
E
d
in normal temperature design.
5. Verification that design resistance is larger than design
action
It shall be verified for the required duration of fire expo-
sure
t
that:
E
d,fi
≤
R
d,t,fi
According to Eurocode 5, clause 4.3
Simplified rules for analysis
of structural members and components
, compression perpen-
dicular to the grain and shear resistance may be disregarded.
6.4.2 Charring rates of LVL
There are two different types of charring rates
β
0
and
β
n
. For
panels and wide cross sections one-dimensional charring rate
β
0
is used in the calculations. This is also used as the basis value
in some more advanced calculation methods. When the char-
acteristic density of LVL is
ρ
k
≥ 480 kg/m
3
, the one-dimension-
al charring rate
β
0
is 0,65 mm/min
.
The design charring depth for one-dimensional charring
d
char,0
[mm] should be calculated as follows when the surface is
unprotected throughout the time of fire exposure:
d
char,0
=
β
0
t
(6.3) (EC5 3.1)
where
t
[min] is the time of fire exposure and
β
0
[mm/min] is
the one-dimensional charring rate.
For all other structures that are exposed from multiple
sides, generally columns and beams, the notional charring rate
β
0
is used in the calculations of the notional depth
d
char,n
. When
the characteristic density of LVL is
ρ
k
≥480 kg/m
3
, the notional
charring rate
β
n
is 0,70mm/min
.
The design charring depth for notional charring
d
char,n
should be calculated as follows when the surface is unprotect-
ed throughout the time of fire exposure:
d
char,n
=
β
n
t
(6.4) (EC5 3.2)
where
t
[min] is the time of fire exposure and βn [mm/min] is
the notional charring rate
In the test report VTT-S-04746-16 the one dimension-
al charring rate of different wood products was evaluated in
120min fire exposure according to a standardized time-tem-
perature exposure curve (EN 1363-1:2012)
39
. According to the
report, wood products behaved predictably and, for LVL, the
one-dimensional charring rate
β
0
= 0,65mm/min can be used
for an extended fire exposure. The results were similar in both
face side and edge side exposure specimens. This gives the nec-
essary information and confidence for fire designers in assessing
d,fi
=
mod,fi
20 M,fi
(6.2) (EC5 2.1)
m,d,fi
=
mod,fi
∙
fi
∙
,k M,fi
= 1,0 ∙ 1,1 ∙ 36 Nmm
2
1,0 = 39,6 Nmm
2
162
LVL Handbook Europe




