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Transcript of e85_p1-50- Presentación Determinación de Espesor de Vidrio en Edificaciones
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E-85ETEM S.A.
ETEM is the first aluminium extrusion company in
Greece. The company designs, develops, distrib-
utes and at the same time supports modern alu-
minium systems for private housing, professional
and industrial spaces.
ETEM Building System products are certified from
high status organizations (IQnet, ELOT, CERF,
QUALICOAT, etc), from the very early stages of
their production cycling up to the point that be-
come end product such as, doors, windows, cur-
tain walls etc.
The company is in close cooperation with some of
the best architects and civil engineers for the de-
velopment of new systems. Our technical depart-
ment in collaboration with construction companies
is taking an active role at the initial building con-
struction stages. These relationships are estab-
lished in order to ensure a successful result every
time.
The end products (doors, windows, curtain wall
systems, special constructions etc) are certified
from specialized organizations and institutes of
high status and requirements.
The company provides technical support and estab-
lishes close relations and co operations with some
of the best aluminium constructors and together
we develop new systems.
. ,, , . - (IQnet, ELOT, CERF, QUALICOAT .) - - , .
- - - . -- .
.
(, , - , , .) - - .
- - - .
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E-85 / CERTIFICATES
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E-85 / LETTERS OF INTRODUCTION
Dear customer,
I would like to congratulate you on your decision touse the facade system E-85 TITAN.
The facade system E-85 has been designed so thatto fulfill the highest specifications. It has been cer-tified at notified laboratories both according to theproduct standard EN 13830 and American standardsobtaining the highest results. Therefore, on this sys-tem can be affixed the CE mark.
I believe on your decision you have taken the follow-ing into consideration: The ease of fabrication in the workshop and the
ease of assembly on site Saving in terms of use of material and cost with-
out any discount on safety and functionality Effective and proved airtightness and watertight-
ness, due to large internal drains on 3 levels,without discontinuity at the junction of mullionsor transoms, carefully designed accessories andspecially designed supplementary profiles forsealing the perimeter of the facade
Optimum thermal performance, even in regionswith adverse weather conditions. The properselection of thermal spacer eliminates the for-mation of condensation Thermal transmittancecoefficient Uf = 1.5 W/m2K (For a temperaturedifference of 60oC, external temperature -40oC &
room temperature +20oC, the temperature mea-sured on the mullion is +17oC)
Variety of profiles to fully satisfy all aesthetic re-quirements and can be used in conjunction withinnovative materials such as photovoltaics andEtalbond composite panels
Variety of profiles and accessories for the con-struction of atriums, cupolas and pyramids
Finally, I would like to inform you that the Depart-ment of Technical Support is at your disposal forany question or clarification.
Th. Kassanis,Mechanical EngineerR&D Manager
,
E-85 TITAN.
-85 - - . - 13830 , - . , CE .
, -:
;
, ;
- , - 3 , - -, - ;
, . - - . Uf = 1,5 W/m2K (
60, -40 - +20, +17);
, - - Etalbond
- , .
, , -
.
Th. Kassanis,Mechanical EngineerR&D Manager
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E-85 / INDICATIVE STATIC CALCULATIONS
2
, - . : , , -
- ; , -.
, , , -
-.
- , - , , - . - - ,
. , - , .
: , . - , -
- , .
GENERAL INFORMATION
The mullions must be fixed onat least two fixing brackets,
which in turn must be fixedonto the building frameworkand never on a brickwall. Thefixing brackets must fullfil thefollowing criteria: Transfer safely all loads fromthe facade resulting from thewind pressure, weight of mul-lions and transoms and weightof infill panels Take up the dilatation of mul-lions caused by fluctuations intemperature.
ATTENTIONIn case that is required to usefixing brackets other thanthose recommended by ETEM,their performance must beprooved by written structural
calculation report.
A mullion is fixed permanentlyonly at one point and at one ormore points in fixed in suchwayso that dilatation not to beimpaired.In case that the mullion isanchored at two points theload case is trapezoidal.However, in case that themullion is anchored at three
points the load case is rectan-gular.
IMPORTANT NOTE:he distance between the fix-ing brackets, the number offixing brackets, as well as anyspecial requirements regard-ing stability of the facade must
always be taken into consid-eration by the structural engi-neer responsible for the proj-ect, as the solutions presentedin these pages are indicative.
./MINCUTTING
LENGTH
/LENGTHOFTHEMU
LLION
/LENGTHOFTHEMULLION
/LENGTHOFTHEMULLION
/ROLLING
/F
IXED
/STIFFENER
/FIXED
/ROLLING
/ROLLING
-
""
-
""
-
""
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E-85
- / DIN
18056, /300 , - -, - , DIN 1055 4.
, - : - - , -
.
, , :
, - , :
/ INDICATIVE STATIC CALCULATIONS
Jx=p (a'/2) H4 108
185 Eal fcm4
SELECTION OF THE PROPER MULLION
The selection of the proper aluminium section ofa transom and/or of a mullion is in accordance to
DIN 18056, for a permissible deflection of /300in the distance between supports, considering thewind pressure, the position and the height of thebuilding,as stated in DIN 1055 part 4.
SELECTION OF THE PROPER MULLION, SUB-JECTED TO WIND LOADType of loading: single span beam subjected totrapezoidal loading or triangular loading, twin spanbeam subjected to rectangular loading
TRAPEZOIDAL LOADThe moment of inertia of a mullion, supported attwo points, subjected to wind load is given by thefollowing equation:
RECTANGULAR LOAD
The required moment of inertia of a mullion, sup-portedat three points, subjected to wind load is given bythe following equation:
Jx
= Moment of inertia cm4
p = Wind pressure Kp/m2
a', b' = Distance between mullions mH = Distance between fixing brackets mE
al= Modulus of elasticity Kp/m2
f = Deflection m f < H/300 Always f < H/300 f < 0.008 m and f < 0.008 m
f
a'/2
b'a'
b'/2
H H
f
f
a'/2
b'a'
b'/2
H
H
H
Jx
= Moment of inertia cm4
p = Wind pressure Kp/m2
a', b' = Distance between mullions m
H = Distance between fixing brackets mEal
= Modulus of elasticity Kp/m2
f = Deflection m f < H/300 Always f < H/300 f < 0.008 m and f < 0.008 m
(1)
(2)
S 85 - 2
Jx=p (a'/2) H4
1920 Eal f108 25-40 +16
(a'/2)2
H2 H4cm4
(a'/2)4
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E-85
SELECTION OF THE PROPER MULLION
If the required moment of inertia Jx is to be
determined for a deflection other than H/300,
e.g between the edges of the glass panes,the the moment of inertia which has been
evaluated must be corrected by the following
factor:
If, because of the division by transoms, the
deflection limit has to be complied within the
case of the longest glass edge (Hg) in theframe, the required moment of inertia must be
corrected by the following factor:
In tables 2 and 4 the required moment ofinertia Jx was evaluated for a wind load of 60
p/m and deflection H/300.
The assumptions on the following examples
are: Deflection: f = H/300 & 0.008 m Modulus of Elasticity of Aluminium:E = 7 x 10 Kp/m2
Tables 2 and 4 list the required moment ofinertia Jx for wind pressure of 60 Kp/mIn the case of different wind load, conversion
is necessary. Tables 1 and 3 includeconversion factors for different wind loads.
H
300 x f/permissible
)HgHx (2
H
300 x f/permissible
Jx
H/300, - , - :
,
- - :
2 4 - Jx - 60 /2
H/300. :- : f = H/300 & 0.008 - : = 7 x 109/2
2 4 -
60 /2. , , - . 1 3 .
(3)
(4)
/ INDICATIVE STATIC CALCULATIONS
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E-85 / INDICATIVE STATIC CALCULATIONS
SELECTION OF THE PROPER TRANSOM
The transom is subjected both to wind
load,self load (caused by its own weight) and
the weight of the infill, such as glazing, panelsetc.
SELECTION OF THE PROPER TRANSOM,SUBJECTED TO WIND LOAD
The moment of inertia of a transom subjected
to wind load is given by the following
equations:
CALCULATION OF THE REQUIRED GLASSPANE THICKNESS
The required pane thickness is given by the
following equations:
) For H/L 3
) For H/L > 3
In the case of selection of double thermal
insulating glazing, the total thickness of the
glazing is equal to the thickness of a single
glass pane (evaluated using the above
equations) multiplied by 1.5, while for triple
glazing by 1.7. The specific weight of glass is
2.5 Kp/mx mm
,
(, .)
,
- - :
:
) Hg/Lg 3
) Hg/L > 3
, -, - -
1,5, 1,7. 2,5/2 .
Jx=p (Lt/2)Lt4 108
120 Eal fcm4) Ltho
1
25-40 +16(ho/2)
2
ho2
(ho/2)4
ho4
Jx=p (ho/2) Lt
4
1920 Eal f108)
Ltho
>1 cm4
t=Lgx 10 x H x p
4.9
t=10 x Lgx Hgx p
72
Jx
= Moment of inertia cm4
p = Wind pressure Kp/m2
Lt= Length of transom m
E = Modulus of elasticity Kp/m2
f = Deflection m f < H/300 Always f < H/300
f < 0.008 m and f < 0.008 m
ho
Lt
Lt
ho
:t = mmp = Kp/m2
Lg= - m
Hg= - m
mm
mm
(7)
(8)
where:t = Minimum theoretical thickness mm
p = Wind pressure Kp/m2
Lg
= The smallest dimension of the glass pane m
Hg
= The largest dimension of the glass pane m
t=10 x Lgx Hgx p
72
t=Lgx 10 x H x p
4.9
S 85 - 4
(5)
(6)
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E-85
-
O
1) - :
:G = Kpf1= L
t/300 f1
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E-85
Example 1Installation height: 8 - 20 mWind load: 96 Kp/meight : 3 mMaximum deflection of insulating glass pane: 8 mm
From Table 2:
Required moment of inertia, Jx, is:J
x= J
a+J
b= 101.6 cm4
As the wind load is 96Kp/m the moment of inertiahas to be multiplied by the correction factor 1.6:J
x= 101.6x1.6=162.6 cm4
Correction factor for pane edge :
Since the correction factor is >1 therefore, is neces-sary to increase the required moment of inertia
he mullion that can be used is the following:-85104 (Jx=252.5 cm, Jy=38 cm
4)
H
300 x f/permissible=
300
300 x 0.8= 1.25 > 1
1 : 8-20 : 96 /2
: 3 : 8
2:
, Jx, :J
x= J
a+ J
b= 101.6 4
96 /2- - 1.6:J
x= 101.6 x 1.6 = 162.6 4
- :
- 1 :
, :E-85104 (Jx= 252.5
4; Jy= 38 4)
- Load width - Moment of Inertiaa= 1.2 m Ja= 50.8 cm
4
b= 1.2 m Jb= 50.8 cm4
a b 3m
b'/2=0.6a'/2=0.6
a'=1.2 m b'=1.2 m 1.2 m
3.6 m
Jxreq = 1.25 x Jx= 203.2 4
/ INDICATIVE STATIC CALCULATIONS
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E-85 / INDICATIVE STATIC CALCULATIONS
a'/2
b'a'
b'/2
H
f
H
Height of
building above
the ground
Wind speed
(u)
Dynamic pressure
(q)
(p) c=1.2*
Wind pressure (p) with
coefficient c=1.2*p=cxq
Conversion
factor
m m/s Kp/m2 KN/m2 Kp/m2 KN/m2
0-8 28.3 50 0.50 60 0.60 1.0
8-20 35.8 80 0.80 0.80 96 1.6
20-100 42.0 110 1.10 1.10 132 2.2
>100 45.6 130 1.30 1.30 156 2.6
/ LOAD CASE TRAPEZOID
1Table 1
2Table 2
', b' (m)Distance between two mullions ', b' (m)
(m)
Distancebetweensupports(m
)
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E-85 / INDICATIVE STATIC CALCULATIONS
Jx
= Moment of inertia cm4
p = Wind pressure Kp/m2
a', b' = Distance between mullions mH = Distance between fixing brackets mE
al= Modulus of elasticity Kp/m2
f = Deflection m
v2
16(Kg/m2)q=
where:v= wind speed (m/s)
Wind pressure is given by
p=c x q
where:c=coefficient
q=Dynamic pressure (Kp/m2)
:v=
(m/s)
*c=1.2 *c=1.2 for standard buildings
1/300
TABLEFOR
THEDETERMINATIONOFMOM
ENTSOFINERTIAWITHADEFL
ECTIONOF1/300
OFTHEDISTANCEBETWEENSUPPORTS
DIN 1055 4 60 Kg/m2
All calculations are according to DIN
1055 part 4 for wind load of 60 Kp/m2
S 85 - 6b
:
p=c x q
:c=
q=
(Kp/m2)
Jx=p (a'/2) H4
1920 Eal f108
(a'/2)2
H225-40 +16
H4cm4
(a'/2)4
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E-85 / INDICATIVE STATIC CALCULATIONS
/ LOAD CASE RECTANGLE
a'/2
b'a'
b'/2
H
f
f H
H
3Table 3
4Table 4
', b' (m)Distance between two mullions ', b' (m)
(m)
Distancebetwee
nsupports(m)
Height of
building above
the ground
Wind speed
(u)
Dynamic pressure
(q)
(p)
c=1.2*Wind pressure (p) with
coefficient c=1.2*p=cxq
Conversion
factor
m m/s Kp/m2 KN/m2 Kp/m2 KN/m2
0-8 28.3 50 0.50 60 0.60 1.0
8-20 35.8 80 0.80 0.80 96 1.6
20-100 42.0 110 1.10 1.10 132 2.2
>100 45.6 130 1.30 1.30 156 2.6
S 85 - 7a
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E-85 / INDICATIVE STATIC CALCULATIONS
DIN 1055 4 60 kg/m2
All calculations are according to DIN
1055 part 4 for wind load of 60 Kp/m2
Jx=p (a'/2) H4 108
185 Eal f
Jx = Moment of inertia cm4
p = Wind pressure Kp/m2
a', b' = Distance between mullions mH = Distance between fixing brackets mE
al= Modulus of elasticity Kp/m2
f = Deflection m
:
p=c x q
:c=
q=
(Kp/m2)
v2
16(Kp/m2)q=
where:v= wind speed (m/s)
Wind pressure is given by
p=c x q
where:c=coefficient
q=Dynamic pressure (Kp/m2)
:v=
(m/s)
*c=1.2 *c=1.2 for standard buildings
1/300
TABLEFOR
THEDETERMINATIONOFMOM
ENTSOFINERTIAWITHADEFL
ECTIONOF1/300
OFTHEDISTANCEBETWEENSUPPORTS
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E-85 / INDICATIVE STATIC CALCULATIONS
Example 2Selection of required transom in a complex construction
Installation height: 0 - 8 mWind load: 60 Kp/meight of structure : 5 mMaximum dimension of the glass pane Hg : 2.9 mMaximum distance between mullions: 2.9 mMaximum deflection of insulating glass pane: 8 mm
1. Determination of required moment of inertia for the
mullion
From table 2:
The required moment of inertia is:
Jx = Ja +Jb = 733.9 cm4
Because of the division by transoms, the deflection limit
has to be complied within the case of the longest glass
edge in the frame, the required moment of inertia must
be corrected by the following factor:
Since the correction factor is
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E-85 / INDICATIVE STATIC CALCULATIONS
2. Determination of the required moment of inertiaof the transom subjected to wind loadAs L/h0=1 (2.9/ 2.9=1) the load is triangular, there-
fore the moment of inertia is evaluated from equation
(5).
As L/h0>1 (2.9/ 2.1=1) the load is trapezoidal, there-
fore the moment of inertia Jd is evaluated from equa-
tion (6).
The required moment of inertia is: Jx = Jc +Jd =
144.5 cm4
Calculation of the required glass pane thickness
Since H/L < 3:
As double thermal insulating glazing will be used, the
thickness of the single pane must be multiplied by 1.5:
Weight of the glass pane, G, is calculated as follows:
Required moment of inertia for a transom subject-ed to the weight of the glass pane:
As there is no available transom with Jy=102 cm4is
required to reinforce the transom having the maxi-
mum moment of inertia Jy with a hollow steel sec-tion.In case that is required to use a 'fit in' transom,
E-85307 has the greatest moment of inertia Jy
(Jx=398.7 cm4, Jy=42.5 cm4).
2) , L/h
0
= 1 (2,9/2,9 = 1),
Jc
(5).
L/h0> 1 (2,9/2,1 = 1,38),
Jd
(6):
:
Jx= Jc+ Jd= 144,5 4
H/L < 3 :
-
1,5:
- G,
:
- - :
Jy = 102 4 -
-
. - , E-85307
- .
Jy(J
x= 398,74, J
y= 42,5 4)
=2.9
2.91 < 3)HgLg( =
t=10 x L
g
x Hg
x p
72 =10 x 2.9 x 2.9 x 60
72 => t = 8.4 mm
tfinal
= 1.5 x 8.4 = 12.6 mm => tfinal
13 mm
G= 13 x 2.5 x 2.9 x 2.9 =273.3 KpG
= t x
glassx LxH mm
Jy1=G a 108
48 Eal f1(3 Lt
2 - 4 a2)Jy1=273.3 x 0.15 x 108
48 x 7 x 109x 0.003
x (3 x 2.92 - 4 x 0.152)= 102.3 cm4
S 85 - 9
Jc=60x(2.9/2)x2.94x108
120x7x109x (2.9/300)= 75.8 cm4
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E-85
The steel section that can be used for reinforcment
has dimensions 100x40x5 mm(Jx=141.1 cm4, Jy=31.5 cm4).
As the modulus of Elasticity of steel is 3 times great-er than the modulus of elasticity of aluminium:Jy'= 31.5 x3 = 94.5 cm4
The combined section has a moment of inertia:Jy''= Jy transom+ Jy'= 42.5 +94.5 = 137 cm
Transom weight per linear meter 3.032 Kp. Theweight of the steel hollow section per linear meter is
9.9 Kp. The weight of the reinforced transom is cal-
culated as follows:
q = 2.9 x 3.032 + 2.9 x 9.9 = 37.5 Kp
Required moment of inertia for a transom subject-ed to self weight loading:
The required moment of inertia Jy :
As the moment of inertia Jy of the reinforced tran-
som is less than the required, it is necessary to mod-
ify the dimensions of the openings. The suggested
solutions are the following: Reduction of the width of the opening (< 2.9 m)Modification of the opening by the addition of hori-zontal members, so that in the resultant openings to
use transoms that are capable to carry the imposed
loads.
, 100 x 40 x 5 : (Jx= 141,1
4, Jy= 31,5
4)
, -
3 - -, :J
y = 31,5 x 3 = 94,5 4
:Jy= J y transom+ Jy= 42,5 +94,5 = 137
4
3,032 . 9,9 . :
q = 2,9 x 3,032 + 2,9 x 9,9 = 37,5
:
Jy:
Jy - - , . : (< 2,9 ) - , ,
, .
/ INDICATIVE STATIC CALCULATIONS
Jy2=5 q Lt
4 108
384 Eal f2Jy2=
5 x 37.5 x 2.94x 108
384 x 7 x 109x 0.003= 164.5 cm4
Jy= Jy1+Jy2= 102.3 + 164.5 = 266.8 cm4
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E-85 / INDICATIVE STATIC CALCULATIONS
Example 3
Installation height: 8 - 20 mWind load: 96 Kp/m2
eight : 3500 mm
Maximum deflection of insulating glass pane:8 mm
From Table 4:
Required moment of inertia, Jx, is:
Jx = Ja +Jb = 80.5 cm4
As the wind load is 96 Kp/m the moment ofinertia has to be multiplied by the correction
factor 1.6:Jx = 80.5x1.6=128.8 cm4
3
: 8 20 : 96 /2
: 3500
:8
4:
, Jx, :
Jx = Ja +Jb = 80.5 cm4
,
96 /2,
-
1,6:
Jx = 80.5x1.6=128.8 cm4
- Distancebetween 2 mullions a'; b'
- Moment of Inertia
a'= 1.5 m Ja= 44.7 cm
4
b= 1.2 m Jb= 35.8 cm4
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E-85 / ADVANTAGES
E-85 / E-85 Description and presentation
- -85 is a 50mm facade system. Combines classic (pressure plate) and silicone glaz-ing structure. Additional there is capabillity to conect transom on transom.
These characteristics makes E-85 o multyfunctional system that can provide any face
of glazing almost in any direction and shape, that can be used as much to construct
facades as to construct glazing lodgements and cupolas.
- E-85 can provide solutions for all needs of a modern structure.
The profiles of E-85 were designed so that to offer optimum structural stabilitywith minimum use of aluminium. Care was taken during design stage so that to
achieve optimum stiffness in terms of weight per linear meter.
E-85 offers otimum thermal to cost coeffiecient, so can be used even in severe
climate contitions.
Very important characteristic of E-85 is that the use of the system does not de-nand large group of workers as mutch to the constructing as in installation.
An extended range of ways as far as it concerns the fitting of transoms on mul-
lions.
The variety of proviles of E-85 can cover a wide range of needs.
Additionally E-85 facade system is designed to prevent easy row of rain waterthrough special geometry of profiles and accesories and also some of the ac-
cesories are constructed by special aloy to offer optimum stability.
Finally we can report that E-85 can be combined with systems of luvers in both
directions as far as on classic facade (pressure plate) as on structural glazing.
-85 , . - .-85 Uf, .- ,
, .- -
.- -85 ,
. -.
- -85 , - , .
- -85 50 , -
. . - -85 , - , , .
- -85
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E-85 / ADVANTAGES
The appearance of E-85 curtain wall may com-
bine classic structure (pressure plate) with sili-
cone glazing structure. Every frame can combine
pressure plate AND strucrural glazing joint at any
edge we wish. This capabillity is retained even atthe projected window.
E-85 / E-85 Description and presentation
CLASSIC STRUCTURE
-85 - () . -. .
-2 SIDE STRUCTURAL GLAZING
4 SIDE STRUCTURAL GLAZING.
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E-85 / ADVANTAGES
E-85 / E-85 Description and presentation
(5) - , .
Small direction changes 5 can be constructed withoutspecial parts.
- .
, , .
The capabillity of making edges (in and out) can be constructed with
special profiles.
Structural silicone edges can also change direction, so that zig-
zag and polygonal facades can be constructed, without aluminium
profiles shown from outside.
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E-85 / ADVANTAGES
E-85 / E-85 Description and presentation
( ) .An extended range of ways as far as it concerns the fitting of transoms on mullions (for both types of transoms).
All mullions of the facade can be attached indipentently of transoms, decreases the time that construction
demands.
* - -, .
Additional joint can be used in case that severe loads need to
be percieved and delievered by transom.
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E-85
E-85 / E-85 Description and presentation
-85 , . . - - (),
(B) ().
.Diagramm of transom on transom construction and row of
rain water
, -.Special designed
gasket, not al-
lowing retain ofwater in case of
overflow.
The E-85 facade system is designed to prevent easy row of rain water through special geometry of profiles.
For that reason Mullions and transoms have big drains. For the same reason designed the seals betweendifferent profiles as gasket seal(A) the foam seal(B) and also the drainage between mullions (C) for
Longitudinal connection.
Mullion
/ ADVANTAGES
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E-85
E-85 / E-85 Description and presentation
PVC - -
.Additional thermal spacerthat optimum performance.
-. PVC .
Optimum thermal performance , even in regions with adverse weather conditions.
The proper selection of thermal spacer reduces the chances of formation of
condensation.
/ ADVANTAGES
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E-85
1
1
1
1
1
2
2
cm4
MOMENT OF INERTIA cm4
Jx = 27,6 cm
4Jy = 19,3 cm4
ey (max) = 3,977 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 6,9 cm3
Wy = 7,7 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 58,0 cm4
Jy = 23,7 cm4
ey (max) = 4,762 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 12,1 cm3Wy =9,4 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 104,1 cm4
Jy = 28,1 cm4
ey (max) = 5,584 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 18,6 cm3
Wy = 11,2 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 168,9 cm4
Jy =33,4 cm4ey (max) = 6,462 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 26,1 cm3
Wy = 13,3 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 252,5 cm4
Jy = 38,0 cm4
ey (max) = 7,341 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 34,3 cm3
Wy = 15,2 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 417,9 cm4
Jy = 44,9 cm4
ey (max) = 8,911 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 46,8 cm3
Wy = 17,9 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 752,9 cm4
Jy = 60,7cm4
ey (max) = 10,05 cmex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 74,9 cm3
Wy = 24,2 cm3
E-
851
06
MULLIO
N
E-
85104
MULLION
MULLION
E-
8510
3
MULLION
E-
85102
MULLION
E-
85101
MULLION
E-
85100
MULLION
E-
85105
WEIGHT
LENGTH
PERIMETER
: 2006 g/m
: 6,6 m
: 448 mm
WEIGHT
LENGTH
PERIMETER
: 2211 g/m
: 6,6 m
: 488 mm
WEIGHT
LENGTH
PERIMETER
: 2417 g/m
: 6,6 m
: 528 mm
WEIGHT
LENGTH
PERIMETER
: 2665 g/m
: 6,6 m
: 568 mm
WEIGHT
LENGTH
PERIMETER
: 2881 g/m
: 6,6 m
: 608 mm
WEIGHT
LENGTH
PERIMETER
: 3205 g/m
: 6,6 m
: 668 mm
WEIGHT
LENGTH
PERIMETER
: 4628 g/m
: 6,6 m
: 709 mm
No ./PCS/BUNDLE
- PROFILE STATIC VALUES
-85 / LIST OF PROFILES E-85 TITAN
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E-85 -85 / LIST OF PROFILES E-85 TITAN
4
4
1
1
1
1
1
cm4
MOMENT OF INERTIA cm4
Jx = 1003,7 cm
4Jy = 71,3 cm4
ey (max) = 11,029 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 91,0 cm3
Wy = 28,5 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 1326,0 cm4
Jy = 80,9 cm4
ey (max) = 11,410 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 116,2 cm3Wy =32,3 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 36,8 cm4
Jy = 18,3 cm4
ey (max) = 4,231 cm
ex (max) = 2,510 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 8,6 cm3
Wy = 7,2 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 128,9 cm4
Jy =128,9 cm4ey (max) = 6,197 cm
ex (max) = 6,197 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 20,8 cm3
Wy = 20,8 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 176,0 cm4
Jy = 216,1 cm4
ey (max) = 6,475 cm
ex (max) = 7,059 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 27,1 cm3
Wy = 30,6 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 6,1 cm4
Jy = 5,1 cm4
ey (max) = 2,199 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 2,7 cm3
Wy = 2,0cm3
cm4
MOMENT OF INERTIA cm4
Jx = 7,2 cm4
Jy = 3,8 cm4
ey (max) = 2,862 cmex (max) = 1,615 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 2,5 cm3
Wy = 2,3 cm3
E-
851
41
-85140
SPLITROTATING
MULLION
E-
85135
MULLION
SUPPLEMENTARYMULLION
PROFILE
E-
8513
0
MULLION
E-
85120
MULLION
E-
85108
MULLION
E-
85107
MULLION
E-
85140
WEIGHT
LENGTH
PERIMETER
: 5165 g/m
: 6,6 m
: 748 mm
WEIGHT
LENGTH
PERIMETER
: 6423 g/m
: 6,6 m
: 748 mm
WEIGHT
LENGTH
PERIMETER
: 2311 g/m
: 6,6 m
: 643 mm
WEIGHT
LENGTH
PERIMETER
: 3572g/m
: 6,6 m
: 859 mm
WEIGHT
LENGTH
PERIMETER
: 3610 g/m
: 6,6 m
: 650 mm
WEIGHT
LENGTH
PERIMETER
: 999 g/m
: 6,6 m
: 313 mm
WEIGHT
LENGTH
PERIMETER
: 986 g/m
: 6,6 m
: 312 mm
NoPCS/BUNDLE
- PROFILE ./STATIC VALUES
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E-85 -85 / LIST OF PROFILES E-85 TITAN
2
2
2
4
10
4
4
cm4
MOMENT OF INERTIA cm4
Jx = 2,4 cm
4Jy = 4,5 cm4
ey (max) = 1,717 cm
ex (max) = 2,400 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 1,4 cm3
Wy = 1,8 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 2,8 cm4
Jy = 3,9cm4
ey (max) = 1,869 cm
ex (max) = 2,213 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 1,5 cm3Wy = 1,7 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 14,0 cm4
Jy = 1,5 cm4
ey (max) = 3,549 cm
ex (max) = 1,721 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 3,9 cm3
Wy = 0,8 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 0,1 cm4
Jy = 0,5 cm4ey (max) = 1,072cm
ex (max) = 1,622 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 0,1 cm3
Wy = 0,3 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 33,7 cm4
Jy = 2,7 cm4
ey (max) = 4,841 cm
ex (max) = 1,441 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 6,9 cm3
Wy = 1,8 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 60,9 cm4
Jy = 3,3 cm4
ey (max) = 5,765 cm
ex (max) = 1,412 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 10,5 cm3
Wy = 2,3 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 99,6 cm4
Jy = 4,0 cm4
ey (max) = 6,708 cmex (max) = 1,391 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 14,8 cm3
Wy = 2,8 cm3
E-
851
54
E-
85152
SPLITMULLION
SPLITMULLION
SPLITMUL
LION
E-
8515
1
E-
85150
E-
85143
E-
85142
9
0
()
SUPPL.MULLIONPRO
FILE
90O(INNER)
90
()
SUPPL.MULLIONPROFILE
90O(OUTER)
EXTERNALSUPPL.PROFILE
FORSPLITMULLION
INTERNALSUPPL.P
ROFILE
FORSPLITMUL
LION
E-
85153
WEIGHT
LENGTH
PERIMETER
: 810 g/m
: 6,6 m
: 225 mm
WEIGHT
LENGTH
PERIMETER
: 972 g/m
: 6,6 m
: 240 mm
WEIGHT
LENGTH
PERIMETER
: 1004 g/m
: 6,6 m
: 343 mm
WEIGHT
LENGTH
PERIMETER
: 230 g/m
: 6,6 m
: 91 mm
WEIGHT
LENGTH
PERIMETER
: 1320 g/m
: 6,6 m
: 382 mm
WEIGHT
LENGTH
PERIMETER
: 1536 g/m
: 6,6 m
: 422 mm
WEIGHT
LENGTH
PERIMETER
: 1752 g/m
: 6,6 m
: 462 mm
NoPCS/BUNDLE
- PROFILE ./STATIC VALUES
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E-85 -85 / LIST OF PROFILES E-85 TITAN
2
2
2
1
4
cm4
MOMENT OF INERTIA cm4
Jx = 182,3 cm
4Jy = 5,1 cm4
ey (max) = 8,145 cm
ex (max) = 1,367 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 22,4 cm3
Wy = 3,7 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 2,7 cm4
Jy = 7,6 cm4
ey (max) = 2,101 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 1,2 cm3
Wy = 3,0 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 7,1 cm4
Jy = 11,5 cm4
ey (max) = 2,613 cmex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 2,7 cm3
Wy = 4,6 cm3
E-
853
01
E-
85291
TRANSOM
TRANSO
M
E-
8529
0
E-
85210
E-
85200
E-
85155
E-
85300
WEIGHT
LENGTH
PERIMETER
: 2076 g/m
: 6,6 m
: 523 mm
WEIGHT
LENGTH
PERIMETER
: 934 g/m
: 6,01 m
: 287 mm
WEIGHT
LENGTH
PERIMETER
: 1413 g/m
: 6,01 m
: 365 mm
WEIGHT
LENGTH
PERIMETER
: g/m
: m
: mm
WEIGHT
LENGTH
PERIMETER
: g/m
: m
: mm
WEIGHT
LENGTH
PERIMETER
: 1015 g/m
: 6,01 m
: 300 mm
WEIGHT
LENGTH
PERIMETER
: 1293 g/m
: 6,01 m
: 330 mm
SPLITMULLION
SASHPROFILE
/SASHPROFILE
NoPCS/BUNDLE
- PROFILE ./STATIC VALUES
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E-85 -85 / LIST OF PROFILES E-85 TITAN
4
1
1
1
1
2
2
cm4
MOMENT OF INERTIA cm4
Jx = 19,5 cm
4Jy = 15,0 cm4
ey (max) = 3,255 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 6,0 cm3
Wy = 6,0 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 45,8 cm4
Jy = 21,5 cm4
ey (max) = 4,350 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 10,5 cm3Wy = 8,6 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 98,8 cm4
Jy = 26,4 cm4
ey (max) = 5,474 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 18,0 cm3
Wy = 10,5 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 160,5 cm4
Jy = 31,0 cm4ey (max) = 6,416 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 25,0 cm3
Wy = 12,4 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 240,5 cm4
Jy = 35,6 cm4
ey (max) = 7,367 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 32,6 cm3
Wy = 14,2 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 398,7 cm4
Jy = 42,5 cm4
ey (max) = 8,806 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 45,2 cm3
Wy = 17,0 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 7,6 cm4
Jy = 4,9 cm4
ey (max) = 2,427 cmex (max) = 2,395 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 3,1 cm3
Wy = 2,0 cm3
E-
853
20
E-
85306
TRANSOM
TRANSOM
TRANSOM
HALFTRAN
SOM
E-
8530
5
E-
85304
E-
85303
E-
85302
E-
85307
WEIGHT
LENGTH
PERIMETER
: 1455 g/m
: 6,01 m
: 370 mm
WEIGHT
LENGTH
PERIMETER
: 1785 g/m
: 6,01 m
: 410 mm
WEIGHT
LENGTH
PERIMETER
: 2276 g/m
: 6,01 m
: 450 mm
WEIGHT
LENGTH
PERIMETER
: 2492 g/m
: 6,01 m
: 490 mm
WEIGHT
LENGTH
PERIMETER
: 2708 g/m
: 6,01 m
: 530 mm
WEIGHT
LENGTH
PERIMETER
: 3032 g/m
: 6,01 m
: 590 mm
WEIGHT
LENGTH
PERIMETER
: 1131 g/m
: 6,01 m
: 312 mm
TRANSOM
TRANSOM
TRANSOM
NoPCS/BUNDLE
- PROFILE ./STATIC VALUES
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E-85 -85 / LIST OF PROFILES E-85 TITAN
2
2
2
2
2
4
4
cm4
MOMENT OF INERTIA cm4
Jx = 0,4 cm
4Jy = 3,7 cm4
ey (max) = 1,178 cm
ex (max) = 2,501 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 0,3 cm3
Wy = 1,4 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 8,7 cm4
Jy = 12,0 cm4
ey (max) = 2,361 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 3,6 cm3Wy = 4,8 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 24,2 cm4
Jy = 16,6 cm4
ey (max) = 3,292 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 7,3 cm3
Wy = 6,6 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 58,1 cm4
Jy = 21,4 cm4ey (max) = 4,539 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 12,8 cm3
Wy = 8,5 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 102,4 cm4
Jy = 26,1 cm4
ey (max) = 5,552 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 18,4 cm3
Wy = 10,4 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 162,2 cm4
Jy = 30,7 cm4
ey (max) = 6,562 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 24,7 cm3
Wy = 12,2 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 239,0 cm4
Jy = 35,3 cm4
ey (max) = 7,571 cmex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 31,5 cm3
Wy = 14,1 cm3
E-
853
56
E-
85354
-
TRANSOM
-
TRANSOM
-
TRANSOM
-
TRANSO
M
E-
8535
3
E-
85352
E-
85351
E-
85350
E-
85355
WEIGHT
LENGTH
PERIMETER
: 605 g/m
: 6,01 m
: 204 mm
WEIGHT
LENGTH
PERIMETER
: 1164 g/m
: 6,01 m
: 261 mm
WEIGHT
LENGTH
PERIMETER
: 1380 g/m
: 6,01 m
: 301 mm
WEIGHT
LENGTH
PERIMETER
: 1874 g/m
: 6,01 m
: 341 mm
WEIGHT
LENGTH
PERIMETER
: 2090 g/m
: 6,01 m
: 381 mm
WEIGHT
LENGTH
PERIMETER
: 2306 g/m
: 6,01 m
: 421 mm
WEIGHT
LENGTH
PERIMETER
: 2522 g/m
: 6,01 m
: 461 mm
-
TRANSOM
-
TRANSOM
-
TRANSOM
NoPCS/BUNDLE
- PROFILE ./STATIC VALUES
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E-85 -85 / LIST OF PROFILES E-85 TITAN
2
2
4
1
4
1
1
cm4
MOMENT OF INERTIA cm4
Jx = 389,0 cm
4Jy = 42,2 cm4
ey (max) = 9,082 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 42,9 cm3
Wy = 16,8 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 516,4 cm4
Jy = 46,8 cm4
ey (max) = 10,088 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 51,1 cm3Wy = 18,7 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 665,6 cm4
Jy = 51,4 cm4
ey (max) = 11,093 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 60,0 cm3
Wy = 20,5 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 1,4 cm4
Jy = 7,4 cm4ey (max) = 1,583 cm
ex (max) = 2,500 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 0,8 cm3
Wy = 2,9 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 19,3 cm4
Jy = 5,2 cm4
ey (max) = 3,337 cm
ex (max) = 2,552 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 5,7 cm3
Wy = 2,0 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 12,8 cm4
Jy = 4,6 cm4
ey (max) = 3,624 cm
ex (max) = 3,096 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 3,5 cm3
Wy = 1,4 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 39,4 cm4
Jy = 9,6 cm4
ey (max) = 4,583 cmex (max) = 3,373 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 8,5 cm3
Wy = 2,8 cm3
E-
854
10
E-
85370
-85200
FRAME
-
TRANSOM
-
TRANSOM
-85210
FRAME
E-
8536
0
E-
85359
E-
85358
E-
85357
E-
85400
WEIGHT
LENGTH
PERIMETER
: 2846 g/m
: 6,01 m
: 521 mm
WEIGHT
LENGTH
PERIMETER
: 3062 g/m
: 6,01 m
: 561 mm
WEIGHT
LENGTH
PERIMETER
: 3278 g/m
: 6,01 m
: 601 mm
WEIGHT
LENGTH
PERIMETER
: 948 g/m
: 6,01 m
: 221 mm
WEIGHT
LENGTH
PERIMETER
: 1061 g/m
: 6,01 m
: 341 mm
WEIGHT
LENGTH
PERIMETER
: 886 g/m
: 6,01 m
: 339 mm
WEIGHT
LENGTH
PERIMETER
: 1329 g/m
: 6,01 m
: 415 mm
-
TRANSOM
-
TRANSOM
NoPCS/BUNDLE
- PROFILE ./STATIC VALUES
-
TRANSOM
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E-85 -85 / LIST OF PROFILES E-85 TITAN
8
8
10
2
2
2
2
cm4
MOMENT OF INERTIA cm4
Jx = 22,0 cm
4Jy = 20,4 cm4
ey (max) = 3,777 cm
ex (max) = 2,900 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 5,8 cm3
Wy = 7,0 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 43,6 cm4
Jy = 24,9 cm4
ey (max) = 4,716 cm
ex (max) = 2,900 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 9,2 cm3Wy = 8,5 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 74,2 cm4
Jy = 29,4 cm4
ey (max) = 5,669 cm
ex (max) = 2,900 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 13,0 cm3
Wy = 10,1 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 115,1 cm4
Jy = 33,9 cm4ey (max) = 6,630 cm
ex (max) = 2,900 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 17,3 cm3
Wy = 11,6 cm3
E-
856
12
E-
85610
SU
PL.PROFILEFORHOLDING
SEIALINGMEMBRANE
SUPL.PROFILEFORHOLDING
SEIALINGMEMBRANE
SUPL.PROFILEFO
RHOLDING
SEIALINGMEM
BRANE
E-
8560
3
E-
85602
E-
85601
E-
85600
E-
85611
WEIGHT
LENGTH
PERIMETER
: 1080 g/m
: 6,01 m
: 283 mm
WEIGHT
LENGTH
PERIMETER
: 1229 g/m
: 6,01 m
: 323 mm
WEIGHT
LENGTH
PERIMETER
: 1380 g/m
: 6,01 m
: 363 mm
WEIGHT
LENGTH
PERIMETER
: 1531 g/m
: 6,01 m
: 403 mm
WEIGHT
LENGTH
PERIMETER
: 176 g/m
: 6,01 m
: 65 mm
WEIGHT
LENGTH
PERIMETER
: 346 g/m
: 6,01 m
: 176 mm
WEIGHT
LENGTH
PERIMETER
: 381 g/m
: 6,01 m
: 170 mm
TRANSOMPROF
ILE
TR
ANSOMPROFILE
TRANSOMPROFILE
TRANSOMPRO
FILE
NoPCS/BUNDLE
- PROFILE ./STATIC VALUES
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E-85 -85 / LIST OF PROFILES E-85 TITAN
20
20
20
4
4
12
12
E-
856
42
E-
85640
6
SPACER6mm
12
SPACER12mm
18
SPACER1
8mm
E-
8562
1
E-
85620
E-
85615
E-
85614
E-
85641
WEIGHT
LENGTH
PERIMETER
: 208 g/m
: 6,01 m
: 99 mm
WEIGHT
LENGTH
PERIMETER
: 200 g/m
: 6,01 m
: 101 mm
WEIGHT
LENGTH
PERIMETER
: 984 g/m
: 6,01 m
: 277 mm
WEIGHT
LENGTH
PERIMETER
: 999 g/m
: 6,01 m
:285 mm
WEIGHT
LENGTH
PERIMETER
: 97 g/m
: 6,01 m
: 59 mm
WEIGHT
LENGTH
PERIMETER
: 140 g/m
: 6,01 m
: 90 mm
WEIGHT
LENGTH
PERIMETER
: 200 g/m
: 6,01 m
: 128 mm
EXTERNALGLASSSU
PPORT
EXTE
RNALGLASSSUPPORT
(24MM)
WALLATTACHMENTPROFILE
(28MM)
WALLATTACHMENT
PROFILE
NoPCS/BUNDLE
- PROFILE ./STATIC VALUES
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E-85 -85 / LIST OF PROFILES E-85 TITAN
4
20
20
20
20
20
20
E-
856
70
E-
85654
37.5
S
PACERFOROUTER
CORNER37.5
45
SPACERFOROUTER
CORNER45
/
-85370/
SUPPLEMENTARYPROFILE
E-
8565
3
E-
85652
E-
85651
E-
85650
E-
85655
WEIGHT
LENGTH
PERIMETER
: 101 g/m
: 6,01 m
: 61 mm
WEIGHT
LENGTH
PERIMETER
: 108 g/m
: 6,01 m
: 65 mm
WEIGHT
LENGTH
PERIMETER
: 117 g/m
: 6,01 m
: 70 mm
WEIGHT
LENGTH
PERIMETER
: 128 g/m
: 6,01 m
: 75 mm
WEIGHT
LENGTH
PERIMETER
: 142 g/m
: 6,01 m
: 82 mm
WEIGHT
LENGTH
PERIMETER
: 161 g/m
: 6,01 m
: 93 mm
WEIGHT
LENGTH
PERIMETER
: 791 g/m
: 6,01 m
: 294 mm
7.5
SPACERFOROUTER
CORNER7.5
15
SP
ACERFOROUTER
CORNER15
22.5
SPACERFOROUTER
CORNER22.5
30
SPACERFORO
UTER
CORNER30
NoPCS/BUNDLE
- PROFILE ./STATIC VALUES
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E-85 -85 / LIST OF PROFILES E-85 TITAN
2
4
4
8
4
8
8
E-
857
06
E-
85704
15
P
RESSUREPLATEFOR
SLOPE15
22,5
PRESSUREPLATEFOR
SLOPE22,5
30
PRESSUREPL
ATEFOR
SLOPE30
E-
8570
3
E-
85702
E-
85701
E-
85700
E-
85705
WEIGHT
LENGTH
PERIMETER
: 435 g/m
: 6,01 m
: 151 mm
WEIGHT
LENGTH
PERIMETER
: 403 g/m
: 6,01 m
: 138 mm
WEIGHT
LENGTH
PERIMETER
: 416 g/m
: 6,01 m
: 113 mm
WEIGHT
LENGTH
PERIMETER
: 1034 g/m
: 6,01 m
: 305 mm
WEIGHT
LENGTH
PERIMETER
: 1121 g/m
: 6,01 m
: 327 mm
WEIGHT
LENGTH
PERIMETER
: 1204 g/m
: 6,01 m
: 349 mm
WEIGHT
LENGTH
PERIMETER
: 1291 g/m
: 6,01 m
: 371 mm
PRESSUREPLAT
E
>25
PRESSUREPLATE
SLOPE25Omin.
>15
PRESSUREPLATE
SLOPE15Omin.
7,5
PRESSUREPLAT
EFOR
SLOPE7,5
NoPCS/BUNDLE
- PROFILE ./STATIC VALUES
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8
8
8
8
8
2
2
E-
857
15
E-
85713
20
COVERCAP20mm
25
COVERCAP25mm
30
COVERCAP
30mm
E-
8571
2
E-
85711
E-
85708
E-
85707
E-
85714
WEIGHT
LENGTH
PERIMETER
: 1455 g/m
: 6,01 m
: 413 mm
WEIGHT
LENGTH
PERIMETER
: 1620 g/m
: 6,01 m
: 456 mm
WEIGHT
LENGTH
PERIMETER
: 289 g/m
: 6,01 m
: 144 mm
WEIGHT
LENGTH
PERIMETER
: 332 g/m
: 6,01 m
: 166 mm
WEIGHT
LENGTH
PERIMETER
: 400 g/m
: 6,01 m
: 191 mm
WEIGHT
LENGTH
PERIMETER
: 432 g/m
: 6,01 m
: 211 mm
WEIGHT
LENGTH
PERIMETER
: 467 g/m
: 6,01 m
: 231 mm
37,5
PRESSUREPLAT
E
FORSLOPE37.5
45
P
RESSUREPLATE
FORSLOPE45
12mm
COVERCAP12mm
15
COVERCAP15mm
NoPCS/BUNDLE
- PROFILE ./STATIC VALUES
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8
12
2
8
4
4
4
E-
857
31
E-
85723
COVERCUP100/30
>25
COVERCUPFOR25min.
90
COVERCU
P90
E-
8572
2
E-
85721
E-
85720
E-
85716
E-
85730
WEIGHT
LENGTH
PERIMETER
: 821g/m
: 6,01 m
: 291 mm
WEIGHT
LENGTH
PERIMETER
: 467 g/m
: 6,01 m
: 206 mm
WEIGHT
LENGTH
PERIMETER
: 281 g/m
: 6,01 m
: 150 mm
WEIGHT
LENGTH
PERIMETER
: 462 g/m
: 6,01 m
: 231 mm
WEIGHT
LENGTH
PERIMETER
: 1207 g/m
: 6,01 m
: 337 mm
WEIGHT
LENGTH
PERIMETER
: 262 g/m
: 6,01 m
: 132 mm
WEIGHT
LENGTH
PERIMETER
: 373 g/m
: 6,01 m
: 171 mm
60
COVERCUP60mm
25
COVERCUP25mm
COVERCUP18/12
1/2
COVERCUP4
0/15
NoPCS/BUNDLE
- PROFILE ./STATIC VALUES
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E-85 -85 / LIST OF PROFILES E-85 TITAN
20
1
8
8
8
6
8
E-
859
01
E-
85791
20
(
)
STAINLESSSTEEL
COVERCUP20MM
PROFILEFOR
FIXINGBRACKET
SUPPL.PROF
ILEFOR
FIXINGBRA
CKET
E-
8579
0
E-
85741
E-
85740
E-
85732
E-
85900
WEIGHT
LENGTH
PERIMETER
: 446 g/m
: 6,01 m
: 206 mm
WEIGHT
LENGTH
PERIMETER
: 510 g/m
: 6,01 m
: 170 mm
WEIGHT
LENGTH
PERIMETER
: 508 g/m
: 6,01 m
: 169 mm
WEIGHT
LENGTH
PERIMETER
: g/m
: 6,01 m
: mm
WEIGHT
LENGTH
PERIMETER
: g/m
: 6,01 m
: mm
WEIGHT
LENGTH
PERIMETER
: 8397 g/m
: 2,01 m
: 871 mm
WEIGHT
LENGTH
PERIMETER
: 313 g/m
: 6,01 m
: 26 mm
135
COVERCUP13
5O
90
PRE
SSUREPLATE90O
135
PRESSUREPLATE135O
12
(
)
STAINLESSST
EEL
COVERCUP12MM
NoPCS/BUNDLE
- PROFILE ./STATIC VALUES
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E-85 -85 / LIST OF PROFILES E-85 TITAN
1
1
2
8
2
4
4
E-
859
54
E-
85952
-85102
LONGITUDINALCONNECTOR
FORMULLIONE-85102
-85103
LONGITUDINALCONNECTOR
FORMULLIONE-85103
-85104
LONGITUDINALC
ONNECTOR
FORMULLION
E-85104
E-
8590
9
E-
85908
E-
85907
E-
85906
E-
85953
WEIGHT
LENGTH
PERIMETER
: 724 g/m
: 6,01 m
: 251 mm
WEIGHT
LENGTH
PERIMETER
: 1010 g/m
: 6,01 m
: 187 mm
WEIGHT
LENGTH
PERIMETER
: 367 g/m
: 6,01 m
: 109 mm
WEIGHT
LENGTH
PERIMETER
: 2674 g/m
: 2,01 m
: 107 mm
WEIGHT
LENGTH
PERIMETER
: 2041 g/m
: 2,01 m
: 280 mm
WEIGHT
LENGTH
PERIMETER
: 2344 g/m
: 2,01 m
: 320 mm
WEIGHT
LENGTH
PERIMETER
: 2646 g/m
: 6,01 m
: 360 mm
-
TRANSOMCONNECTOR
-
TRA
NSOMCONNECTOR
--85907
TRANSOMCONNECTOR
-(
)
TRANSOMCONN
ECTOR
cm4
MOMENT OF INERTIA cm4
Jx = 31,3 cm4
Jy = 13,9 cm4
ey (max) = 2,924 cm
ex (max) = 2,260 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 10,7 cm3
Wy = 6,1 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 67,8 cm4
Jy = 16,5 cm4
ey (max) = 3,987 cm
ex (max) = 2,260 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 17,0 cm3
Wy = 7,3 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 121,7 cm4
Jy = 19,0 cm4
ey (max) = 5,035 cmex (max) = 2,260 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 24,1 cm3
Wy = 8,4 cm3
NoPCS/BUNDLE
- PROFILE ./STATIC VALUES
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8
2
1
1
1
1
1
E-
859
72
E-
85960
MITREDLONGITUDINAL
MULLIONCONNECTOR
CONNECTORFOR
AUTRIUMSPOLYGONAL
-85152
LONGITUDINALCONNECTOR
FORSPLITMULLIONE-85152
E-
8595
8
E-
85957
E-
85956
E-
85955
E-
85961
WEIGHT
LENGTH
PERIMETER
: 3100 g/m
: 2,01 m
: 420 mm
WEIGHT
LENGTH
PERIMETER
: 3275 g/m
: 2,01 m
: 449 mm
WEIGHT
LENGTH
PERIMETER
: 3532 g/m
: 2,01 m
: 488 mm
WEIGHT
LENGTH
PERIMETER
: 3499 g/m
: 2,01 m
: 469 mm
WEIGHT
LENGTH
PERIMETER
: 10916 g/m
: 2,01 m
: 624 mm
WEIGHT
LENGTH
PERIMETER
: 3977 g/m
: 2,01 m
: 255 mm
WEIGHT
LENGTH
PERIMETER
: 764 g/m
: 2,01 m
: 93 mm
-85105
LONGITUDINALCONNE
CTOR
FORMULLIONE-85105
-85106
LONGITUDINALCONNECTOR
F
ORMULLIONE-85106
-85107
LONGITUDINALCONNECTOR
FORMULLIONE-85107
-85108
LONGITUDINALCON
NECTOR
FORMULLIONE-85108
cm4
MOMENT OF INERTIA cm4
Jx = 1908,8 cm4
Jy = 2,260 cm4
ey (max) = 10,878 cm
ex (max) = 108,2 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 175,4 cm3
Wy = 47,8 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 138,1 cm4
Jy = 39,6 cm4
ey (max) = 4.537 cm
ex (max) = 2,160 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 30,4 cm3
Wy = 18,3 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 3,2 cm4
Jy = 0,8 cm4
ey (max) = 1,595 cmex (max) = 0,779 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 2,0 cm3
Wy = 1,0 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 239,8 cm
4Jy = 22,9 cm4
ey (max) = 6,590 cm
ex (max) = 2,260 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 36,3 cm3
Wy = 10,1 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 311,5 cm4
Jy = 23,0 cm4
ey (max) = 7.362 cm
ex (max) = 2,210 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 42,3 cm3Wy = 10,4 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 425,3 cm4
Jy = 24,2 cm4
ey (max) = 8,370 cm
ex (max) = 2,180 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 50,8 cm3
Wy = 11,1 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 368,8 cm4
Jy = 23,1 cm4ey (max) = 7,882 cm
ex (max) = 2,160 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 46,7 cm3
Wy = 10,6 cm3
NoPCS/BUNDLE
- PROFILE ./STATIC VALUES
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20
20
2
4
38
8
4
ST060002
-85130
MULLIONJ
OINT
E-
8611
E-
85975
E-
85974
E-
85973
WEIGHT
LENGTH
PERIMETER
: 1034 g/m
: 2,01 m
: 133 mm
WEIGHT
LENGTH
PERIMETER
: 1304 g/m
: 2,01 m
: 173 mm
WEIGHT
LENGTH
PERIMETER
: 1709 g/m
: 2,01 m
: 233 mm
WEIGHT
LENGTH
PERIMETER
: 229 g/m
: 6,01 m
: 139 mm
WEIGHT
LENGTH
PERIMETER
: 219 g/m
: 6,01 m
: 133 mm
WEIGHT
LENGTH
PERIMETER
: 130 g/m
: 6,01 m
: 83 mm
WEIGHT
LENGTH
PERIMETER
: 1847 g/m
: 5,00 m
: 240 mm
-85153
LONGITUDINAL
CONNECTORFORS
PLIT
MULLIONE-85153
-85154
LONGITUDINAL
CO
NNECTORFORSPLIT
MULLIONE-85154
-85155
LONGITUDINAL
CONNECTORFORSPLIT
MULLIONE-85155
E-
8599
0
-
20
STRUCTURALGLAZING20mm
SPACEFOR
STRUCTURALGLAZIN
G20mm
-
16
STRUCTURALGLAZING16mm
SPACEFOR
S
TRUCTURALGLAZING16mm
E-
85991
10
SPACER10mm
cm4
MOMENT OF INERTIA cm4
Jx = 11,9 cm
4Jy = 1,2 cm4
ey (max) = 2,595 cm
ex (max) = 0,778 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 4,5 cm3
Wy = 1,5 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 28,2 cm4
Jy = 1,6 cm4
ey (max) = 3,595 cm
ex (max) = 0,777 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 7,8 cm3Wy = 2,0 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 71,5 cm4
Jy = 2,3 cm4
ey (max) = 5,095 cm
ex (max) = 0,777 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 14,0 cm3
Wy = 2,9 cm3
cm4
MOMENT OF INERTIA cm4
Jx = 15,2 cm4
Jy = 15,2 cm4
ey (max) = 2,400 cmex (max) = 2,400 cm
cm3
MOMENT OF RESISTANCE cm3
Wx = 6,3 cm3
Wy = 6,3 cm3
NoPCS/BUNDLE
- PROFILE ./STATIC VALUES
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W 85 - 5
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