S TRUCTUR A L PR E- A N A LYSIS TA B LES

Similar documents
R I B E L E M E N T S

Design of AAC wall panel according to EN 12602

Influence of residual stresses in the structural behavior of. tubular columns and arches. Nuno Rocha Cima Gomes

SERVICEABILITY LIMIT STATE DESIGN

Sabah Shawkat Cabinet of Structural Engineering Walls carrying vertical loads should be designed as columns. Basically walls are designed in

twenty one concrete construction: shear & deflection ARCHITECTURAL STRUCTURES: FORM, BEHAVIOR, AND DESIGN DR. ANNE NICHOLS SUMMER 2014 lecture

Seismic design of bridges

Structural Steelwork Eurocodes Development of A Trans-national Approach

Regufoam. Vibration 270 Plus.

Q. 1 Q. 5 carry one mark each.

Fundamentals of Structural Design Part of Steel Structures

Finite Element Modelling with Plastic Hinges

9-3. Structural response

Design of reinforced concrete sections according to EN and EN

Longitudinal strength standard

Regupol. Vibration

Bridge deck modelling and design process for bridges

Made by PTY/AAT Date Jan 2006

MATERIAL PROPERTIES test methods comment

Case Study in Reinforced Concrete adapted from Simplified Design of Concrete Structures, James Ambrose, 7 th ed.

D : SOLID MECHANICS. Q. 1 Q. 9 carry one mark each.

Structural Calculations for Juliet balconies using BALCONY 2 System (Aerofoil) handrail. Our ref: JULB2NB Date of issue: March 2017

EUROCODE EN SEISMIC DESIGN OF BRIDGES

Example 2.2 [Ribbed slab design]

Where and are the factored end moments of the column and >.

T V P M L R O G W. Sylomer. Material: Colour: Standard Sylomer range. mixed cellular polyurethane brown

Chapter 4 Seismic Design Requirements for Building Structures

BEAMS AND PLATES ANALYSIS

FIS Specifications for Flex Poles (Edition May 2008) Original Text: German

Composite bridge design (EN1994-2) Bridge modelling and structural analysis

TECHNICAL REPORT. Bending tests on glulam-clt beams connected with double-sided punched metal plate fasteners and inclined screws.

Sylodyn NB. Material: Colour: Standard Sylodyn range. mixed cellular polyurethane red

VALLOUREC & MANNESMANN TUBES. Design-support for MSH sections

Standard Sylodyn range. Material: Colour: mixed cellular polyurethane green

PLATE GIRDERS II. Load. Web plate Welds A Longitudinal elevation. Fig. 1 A typical Plate Girder

Beam Design - Shed Roof Back Wall Beam-S

HL 3000 / HL 6000 Elastic bearings for high loads made from polyurethane


UNIT-II MOVING LOADS AND INFLUENCE LINES

Research Collection. Numerical analysis on the fire behaviour of steel plate girders. Conference Paper. ETH Library

L13 Structural Engineering Laboratory

Hilti North America Installation Technical Manual Technical Data MI System Version

RULES PUBLICATION NO. 17/P ZONE STRENGTH ANALYSIS OF HULL STRUCTURE OF ROLL ON/ROLL OFF SHIP

Studies on Plate Girder with Various Types of Web Plates

UNIT II SLOPE DEFLECION AND MOMENT DISTRIBUTION METHOD

Sylodyn Material Data Sheet

Design of Beams (Unit - 8)

Sylodyn Material Data Sheet

Sylodyn Material Data Sheet

T20WN. Data Sheet. Torque transducers. Special features. Installation example with bellows couplings. B en

Module 6. Approximate Methods for Indeterminate Structural Analysis. Version 2 CE IIT, Kharagpur

COPPER FOR BUSBARS CHAPTER 4: SHORT-CIRCUIT EFFECTS

Design of Reinforced Concrete Structures (II)

BOOK OF COURSE WORKS ON STRENGTH OF MATERIALS FOR THE 2 ND YEAR STUDENTS OF THE UACEG

3. Stability of built-up members in compression

Structural Steelwork Eurocodes Development of A Trans-national Approach

MAXIMUM SUPERIMPOSED UNIFORM ASD LOADS, psf SINGLE SPAN DOUBLE SPAN TRIPLE SPAN GAGE

Beam Design - Trotin Project

Interactive Buckling of Cold-Formed Steel Sections Applied in Pallet Rack Upright Members

Aim of the study Experimental determination of mechanical parameters Local buckling (wrinkling) Failure maps Optimization of sandwich panels

Basic and Special Design Concepts of CLT Elements loaded out-of-plane

Beam Design - Awning

This procedure covers the determination of the moment of inertia about the neutral axis.

Supplement: Statically Indeterminate Trusses and Frames

From Table 1 4. DL = [12 lb/ft 2 # in.(6 in.)] (15 ft)(10 ft) = 10,800 lb. LL = (250 lb/ft 2 )(15 ft)(10 ft) = 37,500 lb.

Chapter 1 General Introduction Instructor: Dr. Mürüde Çelikağ Office : CE Building Room CE230 and GE241

The basic dynamic load rating C is a statistical number and it is based on 90% of the bearings surviving 50 km of travel carrying the full load.

GATE SOLUTIONS E N G I N E E R I N G

Mechanics of materials is one of the first application-based engineering

Chapter 3. Load and Stress Analysis

two structural analysis (statics & mechanics) APPLIED ACHITECTURAL STRUCTURES: DR. ANNE NICHOLS SPRING 2017 lecture STRUCTURAL ANALYSIS AND SYSTEMS

ISO 178 INTERNATIONAL STANDARD. Plastics Determination of flexural properties. Plastiques Détermination des propriétés en flexion

UNIT II 1. Sketch qualitatively the influence line for shear at D for the beam [M/J-15]

FRAME ANALYSIS. Dr. Izni Syahrizal bin Ibrahim. Faculty of Civil Engineering Universiti Teknologi Malaysia

five Mechanics of Materials 1 ARCHITECTURAL STRUCTURES: FORM, BEHAVIOR, AND DESIGN DR. ANNE NICHOLS SUMMER 2017 lecture

Structural Calculations For:

An Increase in Elastic Buckling Strength of Plate Girder by the Influence of Transverse Stiffeners

deflection approx. 7 %** approx. 20 %** approx. 80 %** DIN EN ISO 527-3/5/100* DIN EN ISO 527-3/5/100* DIN 53515* DIN Getzner Werkstoffe

1.3 Working temperature T 200,0 1.4 Working environment. F... Guided seating. Light service. Cold formed springs. Music wire ASTM A228

External Pressure... Thermal Expansion in un-restrained pipeline... The critical (buckling) pressure is calculated as follows:

Design of AAC floor slabs according to EN 12602

CHAPTER 5 PROPOSED WARPING CONSTANT

7 TRANSVERSE SHEAR transverse shear stress longitudinal shear stresses

Roadway Grade = m, amsl HWM = Roadway grade dictates elevation of superstructure and not minimum free board requirement.

APOLLO SCAFFOLDING SERVICES LTD SPIGOT CONNECTION TO EUROCODES DESIGN CHECK CALCULATIONS

Section Downloads. Design Process. Design Principles Outline. Basic Design Principles. Design Process. Section 06: Design Principles.

= = = 1,000 1,000 1,250. g M0 g M1 g M2 = = = 1,100 1,100 1,250 [ ] 1 0,000 8,000 HE 140 B 0,0. [m] Permanent Permanent Variable Variable Variable

Improving fire resistance of existing concrete slabs by concrete topping

Calculation for Moment Capacity of Beam-to- Upright Connections of Steel Storage Pallet Racks

Theory of structure I 2006/2013. Chapter one DETERMINACY & INDETERMINACY OF STRUCTURES

UNIT IV FLEXIBILTY AND STIFFNESS METHOD

Tekla Structural Designer 2016i

Job No. Sheet No. Rev. CONSULTING Engineering Calculation Sheet. Member Design - Steel Composite Beam XX 22/09/2016

ON THE DESIGN OF A STEEL END-PLATE BEAM-TO-COLUMN BOLTED JOINT ACCORDING TO PN-EN

DEFLECTION CALCULATIONS (from Nilson and Nawy)

3.4 Analysis for lateral loads

PASSIVE COOLING DESIGN FEATURE FOR ENERGY EFFICIENT IN PERI AUDITORIUM

Serviceability Deflection calculation

Assignment 1 - actions

Simplified Base Isolation Design Procedure. Gordon Wray, P.E.

Transcription:

M a d e f o r b u i l d i n g b u i l t f o r l i v i n g S TRUTUR A L PR E- A N A LYSIS TA LES

I M P R I N T KLH Massivholz GmbH Publisher and responsible for the content: KLH Massivholz GmbH Version: 01/2012, Structural pre-analysis tables The content of this brochure is intellectual property of the company and is protected by copyright. The statements are recommendations and proposals only; a liability on the part of the publisher is excluded. Any type of reproduction is strictly forbidden and only permitted after written approval of the publisher.

O N T E N T 01 STANDARD PANELS AND PANEL STRUTURES 03 02 KLH AS AN E X TERIOR WALL 04 03 KLH AS AN INTERIOR WALL 06 04 KLH AS A EILING SINGLE-SPAN GIRDER 08 05 KLH AS A EILING DOULE-SPAN GIRDER 12 06 KLH AS A ROOF SINGLE-SPAN GIRDER 16 07 KLH AS A ROOF DOULE-SPAN GIRDER 18 0 1

I N T R O D U T I O N STRUTURAL PRE-ANALYSIS TALES The calculation of KLH solid wood panels is carried out under the aspect of flexibly connected cross sections. The longitudinal layers are connected via flexible transverse layers. Therefore, bending caused by transverse forces (shear deformations of the transverse layers, rolling shear ) can no longer be disregarded. Dimensioning and structural design follow the Eurocode 5 (EN 1995-1-1 and EN 1995-1-2), taking into account the national standards set forth in ÖNORM 1995-1-1 and ÖNORM 1995-1-2. It should be pointed out that the national standards in various European countries differ from each other in some detailed aspects (e.g. different component safety coefficients for plywood board material). The product characteristics of the KLH solid wood panel required for structural design can be taken from the European Technical Approval (ETA-06/0138). The static test for KLH solid wood panels must be made separately for each project, and the locally applicable standards and regulations have to be followed. Due care is also advised when comparing panel thicknesses of KLH elements with products by other manufacturers: due to different production processes, the plywood board products may well have different properties, e.g. as regards bending stiffness or shear strength. Please read the key values in the relevant product approvals and take into account the differences in the comparative calculation. For the calculation of plywood board elements, different calculation methods have been developed. The calculation can be carried out with the so-called shear analogy, the γ-method or even as a girder grid. In practical construction work, the γ-method is most often used. It is an approximation method developed for flexibly connected bending girders, but is also applicable for plywood boards. Instead of the flexibility of the connecting devices, the shear deformation of the transverse layers is taken into account. In practical construction work, this method is sufficiently exact. It is also included in the DIN 1052 and the Eurocode 5. For structural design, the net moments of inertia are calculated with a reduction coefficient and the resulting effective moments of inertia provide verification. 0 2

S T A N D A R D P A N E L S A N D P A N E L S T R U T U R E S 01 KLH STANDARD PANEL T YPES AND STRUTURES O V E R I N G L AY E R I N T H E T R A N S V E R S E P A N E L D I R E T I O N T T ( W A L L ) Nominal thickness in mm in layers Lamella structure [mm] Standard panel widths T L T L T [m] Maximum panel lengths [m] 57 3 l 19 19 19 2.40 / 2.50 / 2.72 / 2.95 16.50 72 3 l 19 34 19 2.40 / 2.50 / 2.72 / 2.95 16.50 94 3 l 30 34 30 2.40 / 2.50 / 2.72 / 2.95 16.50 120 3 l 40 40 40 2.40 / 2.50 / 2.72 / 2.95 16.50 95 5 l 19 19 19 19 19 2.40 / 2.50 / 2.72 / 2.95 16.50 128 5 l 30 19 30 19 30 2.40 / 2.50 / 2.72 / 2.95 16.50 158 5 l 30 34 30 34 30 2.40 / 2.50 / 2.72 / 2.95 16.50 O V E R I N G L AY E R I N T H E L O N G I T U D I N A L P A N E L D I R E T I O N T L ( E I L I N G / R O O F ) Nominal thickness in mm in layers Lamella structure [mm] Standard panel widths L T L T L T L [m] Maximum panel lengths [m] 60 3 l 19 22 19 2.40 / 2.50 / 2.72 / 2.95 16.50 78 3 l 19 40 19 2.40 / 2.50 / 2.72 / 2.95 16.50 90 3 l 34 22 34 2.40 / 2.50 / 2.72 / 2.95 16.50 95 3 l 34 27 34 2.40 / 2.50 / 2.72 / 2.95 16.50 108 3 l 34 40 34 2.40 / 2.50 / 2.72 / 2.95 16.50 120 3 l 40 40 40 2.40 / 2.50 / 2.72 / 2.95 16.50 95 5 l 19 19 19 19 19 2.40 / 2.50 / 2.72 / 2.95 16.50 117 5 l 19 30 19 30 19 2.40 / 2.50 / 2.72 / 2.95 16.50 125 5 l 19 34 19 34 19 2.40 / 2.50 / 2.72 / 2.95 16.50 140 5 l 34 19 34 19 34 2.40 / 2.50 / 2.72 / 2.95 16.50 145 5 l 34 21.5 34 21.5 34 2.40 / 2.50 / 2.72 / 2.95 16.50 162 5 l 34 30 34 30 34 2.40 / 2.50 / 2.72 / 2.95 16.50 182 5 l 34 40 34 40 34 2.40 / 2.50 / 2.72 / 2.95 16.50 200 5 l 40 40 40 40 40 2.40 / 2.50 / 2.72 / 2.95 16.50 201 7 l 34 21.5 34 22 34 21.5 34 2.40 / 2.50 / 2.72 / 2.95 16.50 226 7 l 34 30 34 30 34 30 34 2.40 / 2.50 / 2.72 / 2.95 16.50 208 7 ll 68 19 34 19 68 2.40 / 2.50 / 2.72 / 2.95 16.50 230 7 ll 68 30 34 30 68 2.40 / 2.50 / 2.72 / 2.95 16.50 248 7 ll 74 30 40 30 74 2.40 / 2.50 / 2.72 / 2.95 16.50 * 260 7 ll 80 30 40 30 80 2.40 / 2.50 / 2.72 / 2.95 16.50 * 280 7 ll 80 40 40 40 80 2.40 / 2.50 / 2.72 / 2.95 16.50 247 8 ll 68 21.5 68 21.5 68 2.40 / 2.50 / 2.72 / 2.95 16.50 * 300 8 ll 80 30 80 30 80 2.40 / 2.50 / 2.72 / 2.95 16.50 * 320 8 ll 80 40 80 40 80 2.40 / 2.50 / 2.72 / 2.95 16.50 * Special panel types Special panel structures are available on request. y using double layers, for example the longitudinal or transverse rigidity of the panel can be further enhanced. The fire resistance of the KLH solid wood panel can also be influenced by modifying the structures and can eventually be improved in relation to specific project requirements. 0 3

S T R U T U R A L P R E - A N A LY S I S T A L E S 02 KLH AS AN EXTERIOR WALL Wind pressure: w k = 0.80 kn/m 2 Minimum panel thicknesses for various fire resistance classes (R0 to R90) w k n k according to approval ETA-06/0138 ÖNORM EN 1995-1-1:2009 and ÖNORM 1995-1-1:2010 ÖNORM EN 1995-1-2:2011 and ÖNORM 1995-1-2:2011 l 3s 57 TT onstant Imposed load load HEIGHT OF EXTERIOR WALL (buckling length, l) *) n k 2.40 m 2.72 m 2.95 m [kn/m] [kn/m] R 0 R 30 R 60 R 90 R 0 R 30 R 60 R 90 R 0 R 30 R 60 R 90 3s 57 TT 30.00 3s 57 TT 3s 57 TT 60.00 5s 125 TT 3s 57 TT 3s 57 TT 3s 57 TT 30.00 5s 125 TT 5s 125 TT 60.00 30.00 3s 57 TT 3s 57 TT 30.00 3s 57 TT 5s 125 TT 5s 125 TT 5s 125 TT 5s 158 TT 60.00 5s 158 TT 3s 57 TT 30.00 3s 57 TT 5s 125 TT 5s 125 TT 5s 125 TT 5s 158 TT 5s 158 TT 60.00 5s 158 TT 3s 57 TT 3s 57 TT 30.00 5s 125 TT 5s 125 TT 5s 158 TT 5s 158 TT 60.00 5s 125 TT 5s 158 TT 60.00 3s 57 TT 30.00 5s 125 TT 5s 125 TT 5s 158 TT 5s 158 TT 60.00 5s 125 TT 5s 158 TT *) in addition to the own weight of the KLH elements (the own weight of KLH is already taken into account in the table) Fire resistance: R0 R30 R60 R90 0 4

S T R U T U R A L P R E - A N A LY S I S T A L E S Service class 1 Imposed load category A (ψ 0 = 0.7 and ψ 2 = 0.3): k mod = 0.8 Wind loads (ψ 0 = 0.6 and ψ 2 = 0): k mod = 0.9 Load-bearing capacity a) Test as a buckling bar (compression and deflection according to equivalent beam method) b) Test of shear stress Structural fire design (one-sided burn-off) a) harring rate β 0 = 0.67 mm/min if the burn-off only takes place in the covering layer or in the top double-layer b) harring rate β 0 = 0.76 mm/min if several layers are affected (for the entire time of fire exposure) c) Additional eccentricity due to burn-off taken into account This table is only intended for structural pre-analysis purposes and does not replace necessary static calculations! 0 5

S T R U T U R A L P R E - A N A LY S I S T A L E S 03 KLH AS AN INTERIOR WALL No wind pressure Minimum panel thicknesses for various fire resistance classes (R0 to R90) in case of one-sided fire exposure n k according to approval ETA-06/0138 ÖNORM EN 1995-1-1:2009 and ÖNORM 1995-1-1:2010 ÖNORM EN 1995-1-2:2011 and ÖNORM 1995-1-2:2011 l onstant Imposed load load HEIGHT OF INTERIOR WALL (buckling length, l) *) n k 2.40 m 2.72 m 2.95 m [kn/m] [kn/m] R 0 R 30 R 60 R 90 R 0 R 30 R 60 R 90 R 0 R 30 R 60 R 90 30.00 3s 57 TT 3s 57 TT 3s 57 TT 60.00 5s 125 TT 3s 57 TT 30.00 3s 57 TT 3s 57 TT 5s 125 TT 5s 125 TT 60.00 30.00 3s 57 TT 3s 57 TT 3s 57 TT 30.00 5s 125 TT 5s 125 TT 5s 125 TT 5s 158 TT 60.00 5s 158 TT 3s 57 TT 3s 57 TT 30.00 3s 57 TT 5s 125 TT 5s 125 TT 5s 125 TT 5s 158 TT 5s 158 TT 60.00 5s 158 TT 3s 57 TT 3s 57 TT 30.00 3s 57 TT 5s 125 TT 5s 125 TT 5s 158 TT 5s 158 TT 60.00 5s 125 TT 5s 158 TT 60.00 3s 57 TT 3s 57 TT 30.00 5s 125 TT 5s 125 TT 5s 158 TT 5s 158 TT 60.00 5s 125 TT 5s 158 TT *) in addition to the own weight of the KLH elements (the own weight of KLH is already taken into account in the table) Fire resistance: R0 R30 R60 R90 0 6

S T R U T U R A L P R E - A N A LY S I S T A L E S Service class 1 Imposed load category A (ψ 0 = 0.7 and ψ 2 = 0.3): k mod = 0.8 Load-bearing capacity a) Test as a buckling bar (compression according to equivalent beam method) Structural fire design (one-sided burn-off) a) harring rate β 0 = 0.67 mm/min if the burn-off only takes place in the covering layer or in the top double-layer b) harring rate β 0 = 0.76 mm/min if several layers are affected (for the entire time of fire exposure) c) Additional eccentricity due to burn-off taken into account This table is only intended for structural pre-analysis purposes and does not replace necessary static calculations! 0 7

S T R U T U R A L P R E - A N A LY S I S T A L E S 04 KLH AS A EILING SINGLE-SPAN GIRDER 4.1 VIR ATION TEST FOR LOW REQUIREMENTS Minimum panel thicknesses for R0 (cold dimensioning) n k according to approval ETA-06/0138 ÖNORM EN 1995-1-1:2009 and ÖNORM 1995-1-1:2010 ÖNORM EN 1995-1-2:2011 and ÖNORM 1995-1-2:2011 l onstant Imposed SPAN OF SINGLE-SPAN GIRDER, l load load *) n k 3.00 m m m 4.50 m 5.00 m 5.50 m 6.00 m 6.50 m 7.00 m [kn/m²] AT [kn/m²] A 2.00 2.80 1.00 3.00 7s 201 TL 7ss 230 TL 5.00 A 2.00 7s 201 TL 2.80 3.00 7s 201 TL 7ss 230 TL 5.00 7ss 230 TL 7ss 248 TL A 2.00 2.80 2.00 3.00 7ss 230 TL 7ss 248 TL 5.00 A 2.00 2.80 2.50 3.00 7ss 230 TL 7ss 230 TL 7ss 248 TL 5.00 7ss 248 TL A 2.00 2.80 7ss 230 TL 7s 201 TL 3.00 3.00 7ss 230 TL 7ss 248 TL 5.00 7ss 230 TL 7ss 248 TL 7ss 260 TL *) in addition to the own weight of the KLH elements (the own weight of KLH is already taken into account in the table) Fire resistance: R0 R30 R60 R90 0 8

S T R U T U R A L P R E - A N A LY S I S T A L E S Service class 1 k def = 0.8 Imposed load category A and (ψ 0 = 0.7 and ψ 2 = 0.3): k mod = 0.8 Imposed load category (ψ 0 = 0.7 and ψ 2 = 0.6): k mod = 0.9 Deflection limits according to ÖNORM EN 1995-1-1:2010 a) characteristic structural design situation: w Q,inst l/300 and (w fin w G,inst ) l/200 b) quasi-permanent structural design situation: w fin l/250 Vibration test according to Eurocode 5 and Kreuzinger / Mohr a) Attenuation factor ς = 2.5 %; cement screed 5 cm; room width b = 1.2* l b) f 1 4.5 Hz; w F 1.5 mm/kn; v < v limit ; a < 0.40 m/s 2 (vibrations noticeable but not disturbing) Load-bearing capacity a) Test of bending stress b) Test of shear stress Structural fire design (one-sided burn-off) a) harring rate β 0 = 0.67 mm/min if the burn-off only takes place in the covering layer or in the top double-layer b) harring rate β 0 = 0.76 mm/min if several layers are affected (for the entire time of fire exposure) c) The minimum panel thicknesses (for R0) automatically reach fire resistance according to coloured marking This table is only intended for structural pre-analysis purposes and does not replace necessary static calculations! 0 9

S T R U T U R A L P R E - A N A LY S I S T A L E S 4. 2 VIR ATION TEST FOR INRE ASED REQUIREMENTS Minimum panel thicknesses for R0 (cold dimensioning) n k according to approval ETA-06/0138 ÖNORM EN 1995-1-1:2009 and ÖNORM 1995-1-1:2010 ÖNORM EN 1995-1-2:2011 and ÖNORM 1995-1-2:2011 l onstant load Imposed load SPAN OF SINGLE-SPAN GIRDER, l *) n k [kn/m²] AT [kn/m²] 3.00 m m m 4.50 m 5.00 m 5.50 m 6.00 m 6.50 m 7.00 m A 2.00 2.80 7ss 230 TL 1.00 3.00 7ss 248 TL 7ss 230 TL 5.00 7ss 260 TL A 7s 201 TL 2.00 2.80 7s 201 TL 3.00 7ss 230 TL 7ss 230 TL 7ss 248 TL 5.00 7ss 248 TL 7ss 260 TL A 2.00 7ss 230 TL 2.80 7s 201 TL 2.00 3.00 7ss 248 TL 7ss 260 TL 7ss 248 TL 5.00 7s 201 TL 7ss 230 TL 7ss 280 TL 7ss 230 TL A 2.00 7s 201 TL 2.50 2.80 7ss 248 TL 3.00 7ss 230 TL 7s 201 TL 5.00 7ss 230 TL 7ss 248 TL 7ss 280 TL A 2.00 2.80 7ss 230 TL 7ss 248 TL 3.00 3.00 7ss 260 TL 7ss 248 TL 7ss 280 TL 7ss 230 TL 5.00 7ss 260 TL 8ss 300 TL *) in addition to the own weight of the KLH elements (the own weight of KLH is already taken into account in the table) Fire resistance: : R0 R30 R60 R90 1 0

S T R U T U R A L P R E - A N A LY S I S T A L E S Service class 1 k def = 0.8 Imposed load categories A and (ψ 0 = 0.7 and ψ 2 = 0.3): k mod = 0.8 Imposed load category (ψ 0 = 0.7 and ψ 2 = 0.6): k mod = 0.9 Deflection limits according to ÖNORM EN 1995-1-1:2010 a) characteristic structural design situation: w Q,inst l/300 and (w fin w G,inst ) l/200 b) quasi-permanent structural design situation: w fin l/250 Vibration test according to Eurocode 5 and Kreuzinger / Mohr a) Attenuation factor ς = 2.5 %; cement screed 5 cm; room width b = 1.2* l b) f 1 4.5 Hz; w F 1.5 mm/kn; v < v limit ; a < 0.10 m/s 2 (vibrations considered to be disturbing) c) Vibration acceleration was tested with an imposed load of the category, in addition with ψ 2 = 0.3 Load-bearing capacity a) Test of bending stress b) Test of shear stress Structural fire design (one-sided burn-off) a) harring rate β 0 = 0.67 mm/min if the burn-off only takes place in the covering layer or in the top double-layer b) harring rate β 0 = 0.76 mm/min if several layers are affected (for the entire time of fire exposure) c) The minimum panel thicknesses (for R0) automatically reach fire resistance according to coloured marking This table is only intended for structural pre-analysis purposes and does not replace necessary static calculations! 1 1

S T R U T U R A L P R E - A N A LY S I S T A L E S 05 KLH AS A EILING DOULE-SPAN GIRDER 5.1 VIR ATION TEST FOR LOW REQUIREMENTS Minimum panel thicknesses for R0 (cold dimensioning) Imposed load not favourable in some spans n k according to approval ETA-06/0138 ÖNORM EN 1995-1-1:2009 and ÖNORM 1995-1-1:2010 ÖNORM EN 1995-1-2:2011 and ÖNORM 1995-1-2:2011 l 1 l 2 onstant load Imposed load SPAN OF DOULE-SPAN GIRDER l 1 l 2 = 0.8*l 1 to 1.0*l 1 *) n k [kn/m²] AT [kn/m²] 3.00 m m m 4.50 m 5.00 m 5.50 m 6.00 m 6.50 m 7.00 m 1.00 3s 57 TL A 2.00 2.80 3.00 5.00 7s 201 TL A 2.00 2.80 3.00 7s 201 TL 5.00 A 2.00 2.80 2.00 3.00 5.00 A 2.00 2.50 2.80 3.00 5.00 7s 201 TL A 2.00 2.80 3.00 3.00 7s 201 TL 5.00 7ss 230 TL *) in addition to the own weight of the KLH elements (the own weight of KLH is already taken into account in the table) Fire resistance: R0 R30 R60 R90 1 2

S T R U T U R A L P R E - A N A LY S I S T A L E S Service class 1 k def = 0.8 Imposed load category A and (ψ 0 = 0.7 and ψ 2 = 0.3): k mod = 0.8 Imposed load category (ψ 0 = 0.7 and ψ 2 = 0.6): k mod = 0.9 Deflection limits according to ÖNORM EN 1995-1-1:2010 a) characteristic structural design situation: w Q,inst l/300 and (w fin w G,inst ) l/200 b) quasi-permanent structural design situation: w fin l/250 Vibration test according to Eurocode 5 and Kreuzinger / Mohr a) Attenuation factor ς = 2.5 %; cement screed 5 cm; room width b = 1.2* l b) f 1 4.5 Hz; w F 1.0 mm/kn; v < v limit ; a < 0.40 m/s 2 (vibrations noticeable but not disturbing) Load-bearing capacity a) Test of bending stress b) Test of shear stress Structural fire design (one-sided burn-off) a) harring rate β 0 = 0.67 mm/min if the burn-off only takes place in the covering layer or in the top double-layer b) harring rate β 0 = 0.76 mm/min if several layers are affected (for the entire time of fire exposure) c) The minimum panel thicknesses (for R0) automatically reach fire resistance according to coloured marking This table is only intended for structural pre-analysis purposes and does not replace necessary static calculations! 1 3

S T R U T U R A L P R E - A N A LY S I S T A L E S 5. 2 VIR ATION TEST FOR INRE ASED REQUIREMENTS Minimum panel thicknesses for R0 (cold dimensioning) Imposed load not favourable in some spans n k according to approval ETA-06/0138 ÖNORM EN 1995-1-1:2009 and ÖNORM 1995-1-1:2010 ÖNORM EN 1995-1-2:2011 and ÖNORM 1995-1-2:2011 l 1 l 2 onstant load Imposed load SPAN OF DOULE-SPAN GIRDER, l 1 l 2 = 0.8*l 1 to 1,0*l 1 *) n k [kn/m²] AT [kn/m²] 3.00 m m m 4.50 m 5.00 m 5.50 m 6.00 m 6.50 m 7.00 m 3s 60 TL A 2.00 2.80 1.00 3.00 5.00 7ss 230 TL A 2.00 2.80 3s 78 DL 3.00 7s 201 TL 7ss 230 TL 5.00 7ss 248 TL A 2.00 2.00 2.80 3.00 5.00 7s 201 TL 7ss 230 TL 7ss 248 TL A 2.00 2.80 2.50 3.00 7ss 230 TL 5.00 7ss 230 TL 7ss 248 TL A 2.00 7s 201 TL 2.80 7ss 230 TL 3.00 3.00 7s 201 TL 7ss 248 TL 7ss 230 TL 5.00 7ss 260 TL *) in addition to the own weight of the KLH elements (the own weight of KLH is already taken into account in the table) Fire resistance: : R0 R30 R60 R90 1 4

S T R U T U R A L P R E - A N A LY S I S T A L E S Service class 1 k def = 0.8 Imposed load category A and (ψ 0 = 0.7 and ψ 2 = 0.3): k mod = 0.8 Imposed load category (ψ 0 = 0.7 and ψ 2 = 0.6): k mod = 0.9 Deflection limits according to ÖNORM EN 1995-1-1:2010 a) characteristic structural design situation: w Q,inst l/300 and (w fin w G,inst ) l/200 b) quasi-permanent structural design situation: w fin l/250 Vibration test according to Eurocode 5 and Kreuzinger / Mohr a) Attenuation factor ς = 2.5 %; cement screed 5 cm; room width b = 1.2* l b) f 1 4.5 Hz; w F 1.0 mm/kn; v < v limit ; a < 0.10 m/s 2 (vibrations considered to be disturbing) c) Vibration acceleration was tested with an imposed load of the category, in addition with ψ 2 = 0.3 Load-bearing capacity a) Test of bending stress b) Test of shear stress Structural fire design (one-sided burn-off) a) harring rate β 0 = 0.67 mm/min if the burn-off only takes place in the covering layer or in the top double-layer b) harring rate β 0 = 0.76 mm/min if several layers are affected (for the entire time of fire exposure) c) The minimum panel thicknesses (for R0) automatically reach fire resistance according to coloured marking This table is only intended for structural pre-analysis purposes and does not replace necessary static calculations! 1 5

S T R U T U R A L P R E - A N A LY S I S T A L E S 06 KLH AS A ROOF SINGLE-SPAN GIRDER Deflection Appearance and avoidance of damage Minimum panel thicknesses for R0 (cold dimensioning) μ s k according to approval ETA-06/0138 ÖNORM EN 1995-1-1:2009 and ÖNORM 1995-1-1:2010 ÖNORM EN 1995-1-2:2011 and ÖNORM 1995-1-2:2011 l onstant load Snow load on roof SPAN OF SINGLE-SPAN GIRDER, l *) s = μ*s k [kn/m²] [kn/m²] 3.00 m m m 4.50 m 5.00 m 5.50 m 6.00 m 6.50 m 7.00 m 1.00 3s 57 TL 2.00 3.00 0.50 5.00 6.00 7.00 7ss 230 TL 1.00 2.00 3.00 1.00 5.00 6.00 7.00 7ss 230 TL 1.00 2.00 3.00 5.00 6.00 7.00 7ss 230 TL 1.00 2.00 3.00 2.00 5.00 6.00 7.00 7ss 230 TL 1.00 2.00 3.00 2.50 5.00 6.00 7.00 7ss 230 TL *) in addition to the own weight of the KLH elements (the own weight of KLH is already taken into account in the table) Fire resistance: R0 R30 R60 R90 1 6

S T R U T U R A L P R E - A N A LY S I S T A L E S Service class 1 k def = 0.8 Snow load at an altitude 1.000m above sea level (ψ 0 = 0.5 and ψ 2 = 0): k mod = 0.9 Deflection limits according to ÖNORM EN 1995-1-1:2010 a) characteristic structural design situation: w Q,inst l/300 and (w fin w G,inst ) l/200 b) quasi-permanent structural design situation: w fin l/250 Load-bearing capacity a) Test of bending stress b) Test of shear stress Structural fire design (one-sided burn-off) a) harring rate β 0 = 0.67 mm/min if the burn-off only takes place in the covering layer or in the top double-layer b) harring rate β 0 = 0.76 mm/min if several layers are affected (for the entire time of fire exposure) c) The minimum panel thicknesses (for R0) automatically reach fire resistance according to coloured marking This table is only intended for structural pre-analysis purposes and does not replace necessary static calculations! 1 7

S T R U T U R A L P R E - A N A LY S I S T A L E S 07 KLH AS A ROOF DOULE-SPAN GIRDER Deflection Appearance and avoidance of damage Minimum panel thicknesses for R0 (cold dimensioning) Snow load evenly distributed on both spans μ s k according to approval ETA-06/0138 ÖNORM EN 1995-1-1:2009 and ÖNORM 1995-1-1:2010 ÖNORM EN 1995-1-2:2011 and ÖNORM 1995-1-2:2011 l 1 l 2 onstant load *) Snow load on roof s = μ*s k SPAN OF DOULE-SPAN GIRDER, l 1 l 2 = 0,8*l 1 to 1,0*l 1 [kn/m²] [kn/m²] 3.00 m m m 4.50 m 5.00 m 5.50 m 6.00 m 6.50 m 7.00 m 1.00 3s 57 TL 2.00 3s 57 TL 3.00 0.50 5.00 6.00 7.00 1.00 2.00 3s 57 TL 3.00 1.00 5.00 6.00 7.00 1.00 2.00 3s 57 TL 3.00 5.00 6.00 7.00 1.00 2.00 3.00 2.00 5.00 6.00 7.00 1.00 2.00 3.00 2.50 5.00 6.00 7.00 *) in addition to the own weight of the KLH elements (the own weight of KLH is already taken into account in the table) Fire resistance: R0 R30 R60 R90 1 8

S T R U T U R A L P R E - A N A LY S I S T A L E S Service class 1 k def = 0.8 Snow load at an altitude 1.000m above sea level (ψ 0 = 0.5 and ψ 2 = 0): k mod = 0.9 Deflection limits according to ÖNORM EN 1995-1-1:2010 a) characteristic structural design situation: w Q,inst l/300 and (w fin w G,inst ) l/200 b) quasi-permanent structural design situation: w fin l/250 Load-bearing capacity a) Test of bending stress b) Test of shear stress Structural fire design (one-sided burn-off) a) harring rate β 0 = 0.67 mm/min if the burn-off only takes place in the covering layer or in the top double-layer b) harring rate β 0 = 0.76 mm/min if several layers are affected (for the entire time of fire exposure) c) The minimum panel thicknesses (for R0) automatically reach fire resistance according to coloured marking This table is only intended for structural pre-analysis purposes and does not replace necessary static calculations! 1 9

N O T E S

K L H M A S S I V H O L Z G M H A-8842 Katsch a. d. Mur 202 Tel +43 (0)3588 8835 0 Fax +43 (0)3588 8835 20 of fice@klh.at www.klh.at For love of nature Printed on ecologically friendly paper