Composite Structures according to Eurocode 4 : worked examples
The use of composite structures in construction is increasing. The optimized combination of the two materials concrete and steel produces particularly cost-efficient structures. This book presents a large number of numerical examples with detailed explanations of the provisions of Eurocode 4. It dea...
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| Main Authors | , , |
|---|---|
| Format | Electronic eBook |
| Language | English |
| Published |
Berlin, Germany :
Ernst & Sohn, a Wiley brand,
[2015]
|
| Subjects | |
| Online Access | Full text |
| ISBN | 9783433604908 3433604908 9783433604915 3433604916 343303107X 9783433031070 9781523115587 1523115580 |
| Physical Description | 1 online resource |
Cover
Table of Contents:
- Cover
- Title Page
- Copyright
- Chapters
- List of examples
- Contents
- Introduction
- A Creep and shrinkage
- A1 Determination of creep and shrinkage values
- 1. Purpose of example
- 2. Cross-section
- 3. Input data
- 4. Creep coefficients
- 4.1 Determination of final creep coefficient
- 4.2 Determination of creep coefficient at time t = 90 days
- 5. Shrinkage strains
- 5.1 Determination of final value of shrinkage strain
- 5.2 Determination of shrinkage strain at time t = 90 days
- 6. Commentary
- A2 Determination of creep and shrinkage values on an example composite highway bridge
- 1. Purpose of example
- 2. Cross-section
- 3. Input data
- 4. Calculation of modular ratio nL for permanent action constant in time
- 4.1 Calculation of modular ratio nL for permanent action constant in time at time t = ∞
- 4.2 Calculation of modular ratio nL for permanent action constant in time at opening to traffic t = 63 days
- 5. Calculation of modular ratio nL for shrinkage and shrinkage strains
- 5.1 Calculation of modular ratio nL for shrinkage and shrinkage strains at time t = ∞
- 5.2 Calculation of modular ratio nL for shrinkage and shrinkage strains at opening to traffic t = 63 days
- 6. Primary effects of shrinkage
- 7. Commentary
- A3 Determination of creep and shrinkage values and their effects at calculation of bending moments
- 1. Purpose of example
- 2. Static system, cross-section and actions
- 3. Input data
- 4. Creep and shrinkage
- 4.1 Determination of final creep coefficient
- 4.2 Determination of shrinkage strain
- 5. Effective width of the concrete flange
- 5.1 Cross-section at mid-span
- 5.2 Cross-section at support
- 6. Geometrical properties of composite cross-section at mid-span
- 7. Geometrical properties of composite cross-section at support
- 8. Effects of creep and shrinkage.
- 8.1 Design bending moment for internal support
- 8.2 Secondary effects of shrinkage
- 9. Commentary
- B Composite beams
- B1 Effective width of concrete flange
- 1. Purpose of example
- 2. Static system and cross-section
- 3. Calculation of effective width of the concrete flange
- 3.1 Support A
- 3.2 Mid-region AB
- 3.3 Support region BC
- 3.4 Mid-span region CD
- 3.5 Support region DE
- 4. Recapitulation of results
- 5. Commentary
- B2 Composite beam
- arrangement of shear connectors in solid slab
- 1. Purpose of example
- 2. Static system, cross-section and actions
- 3. Properties of materials
- 4. Ultimate limit state
- 4.1 Design values of combined actions and design values of effects of actions
- 4.2 Effective width of concrete flange
- 4.3 Plastic resistance moment of composite cross-section
- 4.4 Vertical shear resistance
- 4.5 Check of resistance of headed stud connectors
- 4.6 Check of the longitudinal shear resistance of the concrete flange
- 5. Commentary
- B3 Simply supported secondary composite beam supporting composite slab with profiled sheeting
- 1. Purpose of example
- 2. Static system, cross-section and actions
- 3. Properties of materials
- 4. Ultimate limit state
- 4.1 Design values of combined actions and of the effects of actions for the construction stage
- 4.2 Design values of combined actions and of the effects of actions for the composite stage
- 4.3 Check for the construction stage
- 4.3.1 Selection of steel cross-section
- 4.3.2 Classification of the steel cross-section
- 4.3.3 Plastic resistance moment of the steel cross-section
- 4.3.4 Shear resistance of the steel cross-section
- 4.3.5 Interaction of M-V (bending and shear force)
- 4.3.6 Lateral-torsional buckling if the steel beam
- 4.4 Check for the composite stage
- 4.4.1 Effective width of the concrete flange.
- 4.4.2 Check of shear connection
- 4.4.3 Plastic resistance moment of the composite cross-section
- 4.4.4 Lateral-torsional buckling of the composite beam
- 4.4.5 Check of longitudinal shear resistance of the concrete flange
- 4.4.5.1 Check of transverse reinforcement
- 4.4.5.2 Crushing of the concrete flange
- 5. Serviceability limit state
- 5.1 General
- 5.2 Calculation of deflections
- 5.2.1 Construction stage deflection
- 5.2.2 Composite stage deflection
- 5.3 Simplified calculation of deflections
- 5.4 Pre-cambering of the steel beam
- 5.5 Check of vibration of the beam
- 5.6 Control of crack width
- 6. Commentary
- B4 Calculation of simply supported composite beam according to the elastic resistance of the cross-section
- 1. Purpose of example
- 2. Static system, cross-section and actions
- 3. Properties of materials
- 4. Ultimate limit state
- 4.1 Design values of the combined actions and of the effects of actions
- 4.2 Effective width of the concrete flange
- 4.3 Elastic resistance moment of the composite cross-section
- 4.3.1 Calculation of the centroid of the steel cross-section
- 4.3.2 Second moment of area of the steel cross-section
- 4.3.3 Flexural stiffness of the composite cross-section
- 4.3.4 Check of the resistance moment of the composite cross-section
- 4.4 Vertical shear resistance of the composite cross-section
- 4.5 Calculation of shear connection
- 4.6 Check of longitudinal shear resistance of the concrete flange
- 4.6.1 Check of transverse reinforcement
- 4.6.2 Crushing of the concrete flange
- 5. Serviceability limit state
- 5.1 General
- 5.2 Calculation of deflections
- 5.2.1 Construction stage deflection
- 5.2.2 Composite stage deflection
- 5.3 Pre-cambering of steel beam
- 5.4 Check of vibration of the beam
- 5.5 Cracks
- 5.6 Stresses at the serviceability limit state.
- 6. Commentary
- B5 Calculation of simply supported composite beam according to the plastic resistance of the cross-section
- 1. Purpose of example
- 2. Static system, cross-section and actions
- 3. Properties of materials
- 4. Ultimate limit state
- 4.1 Design values of combined actions and of the effects of actions
- 4.2 Selection of cross-section
- 4.3 Effective width of concrete flange
- 4.4 Classification of the steel cross-section
- 4.5 Check of shear connection
- 4.6 Plastic resistance moment of the composite cross-section
- 4.7 Vertical shear resistance of the composite cross-section
- 4.8 Check of longitudinal shear resistance of the concrete flange
- 4.8.1 Check of transverse reinforcement
- 4.8.2 Crushing of the concrete flange
- 5. Serviceability limit state
- 5.1 General
- 5.2 Calculation of deflections
- 5.2.1 Construction stage deflection
- 5.2.2 Composite stage deflection
- 5.3 Pre-cambering of steel beam
- 5.4 Check of vibration of the beam
- 5.5 Control of crack width
- 6. Commentary
- B6 Calculation of continuous beam over two spans by means of elastic-plastic procedure
- 1. Purpose of example
- 2. Static system, cross-section and actions
- 3. Properties of materials
- 4. Ultimate limit state
- 4.1 Design values of combined actions and of the effects of actions for the construction stage
- 4.2 Design values of combined actions and of the effects of actions for the composite stage
- 4.3 Check for the construction stage
- 4.3.1 Selection of steel cross-section
- 4.3.2 Classification of the steel cross-section
- 4.3.3 Plastic resistance moment of the steel cross-section
- 4.3.4 Shear resistance of the steel cross-section
- 4.3.5 Interaction of M-V (bending and shear force)
- 4.3.6 Lateral-torsional buckling of the steel beam
- 4.4 Check for the composite stage.
- 4.4.1 Effective width of the concrete flange
- 4.4.2 Classification of the composite cross-section
- 4.4.2.1 Cross-section at mid-span
- 4.4.2.2 Cross-section at the internal support
- 4.4.3 Check of shear connection
- 4.4.3.1 Resistance of the headed stud connectors
- 4.4.3.2 Arrangement of the headed studs and the degree of shear connection
- 4.4.4 Resistance moment of the composite cross-section
- 4.4.4.1 Resistance moment at mid-span
- 4.4.4.2 Resistance moment at the internal support
- 4.4.5 Lateral-torsional buckling of the composite beam
- 4.4.6 Check of longitudinal shear resistance of the concrete flange
- 4.4.6.1 Check of transverse reinforcement
- 4.4.6.2 Crushing of the concrete flange
- 5. Serviceability limit state
- 5.1 General
- 5.2 Calculation of deflections
- 5.2.1 Construction stage deflection
- 5.2.2 Composite stage deflection
- 5.3 Pre-cambering of the steel beam
- 5.4 Check of vibration of the beam
- 5.5 Control of crack width
- 5.5.1 Minimum reinforcement area
- 5.5.2 Control of cracking of the concrete due to direct loading
- 6. Commentary
- B7 Calculation of continuous beam over two spans by means of plastic-plastic procedure
- 1. Purpose of example
- 2. Static system, cross-section and actions
- 3. Properties of materials
- 4. Ultimate limit state
- 4.1 Design values of combined actions
- 4.2 Selection of steel cross-section
- 4.3 Effective width of concrete flange
- 4.4 Classification of the composite cross-section
- 4.4.1 Cross-section at mid-span
- 4.4.2 Cross-section at the internal support
- 4.5 Calculation of effects of actions
- 4.6 Check of shear connection
- 4.7 Resistance moment of composite section at mid-span
- 4.8 Vertical shear resistance of the cross-section
- 4.9 Interaction of M-V (bending and shear force)
- 4.10 Lateral-torsional buckling of the composite beam.