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Eurocode 2 EN1992: Design of Concrete Structures
- Summary:
- Calculations for Eurocode 2: Concrete design properties, creep coefficient & shrinkage strain, nominal concrete cover, anchorage & lap length
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EN1992-1-1: General rules & rules for buildings
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Materials
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Table of concrete design properties
- Description:
- Design aid - Table of concrete design properties including strength properties (fck, fcd, fctm, fctd) elastic deformation properties (Ecm), minimum longitudinal reinforcement against brittle failure, and minimum shear reinforcement
- According to:
- EN 1992-1-1:2004+AC2:2010 Sections 3.1.2, 3.1.3, 9.2.1.1(1)
- Added on:
- 23 February 2017
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Concrete creep coefficient & shrinkage strain
- Description:
- Calculation of concrete creep coefficient and shrinkage strain. The final value at infinite time is calculated as well as the development curves as a function of time
- According to:
- EN 1992-1-1:2004+AC2:2010 Section 3.1.4 & Annex B
- Added on:
- 23 February 2017
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Durability
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Concrete nominal cover and minimum concrete class for durability (reinforcement bars and prestressing tendons)
- Description:
- Calculation of required nominal concrete cover cnom for reinforcement steel and prestressing steel
- According to:
- EN 1992-1-1:2004+AC2:2010 Section 4.4, Annex E
- Added on:
- 17 May 2017
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SLS Design - Stress Limitation
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SLS design of circular (or tubular) reinforced concrete cross-section for stress limitation
- Description:
- SLS design of circular or tubular reinforced concrete cross-section for stress limitation (calculation of required reinforcement for given bending moment / axial force, maximum moment resistance for given axial force, or complete M-N interaction diagram for given reinforcement layout)
- According to:
- EN 1992-1-1:2004+AC2:2010 Section 7.2
- Added on:
- 10 January 2020
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SLS design of rectangular reinforced concrete cross-section for stress limitation
- Description:
- SLS design of rectangular reinforced concrete cross-section for stress limitation (calculation of required reinforcement for given bending moment / axial force, maximum moment resistance for given axial force, or complete M-N interaction diagram for given reinforcement layout)
- According to:
- EN 1992-1-1:2004+AC2:2010 Section 7.2
- Added on:
- 11 April 2021
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SLS design of I-shaped, T-shaped, and box-shaped reinforced concrete cross-section for stress limitation
- Description:
- SLS design of I-shaped, T-shaped, and box-shaped reinforced concrete cross-section for stress limitation (calculation of required reinforcement for given bending moment / axial force, maximum moment resistance for given axial force, or complete M-N interaction diagram for given reinforcement layout)
- According to:
- EN 1992-1-1:2004+AC2:2010 Section 7.2
- Added on:
- 13 August 2021
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SLS Design - Minimum reinforcement
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Minimum reinforcement to control cracking - Rectangular cross-sections or webs of profiled sections (box-shaped, I-shaped)
- Description:
- Minimum reinforcement to control cracking of reinforced concrete - Rectangular cross-sections or webs of profiled cross-sections
- According to:
- EN 1992-1-1:2004+AC2:2010 Section 7.3.2
- Added on:
- 11 December 2023
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Minimum reinforcement for crack control of flanges of profiled sections (box-shaped, I-shaped)
- Description:
- Minimum reinforcement for crack control of flanges of profiled reinforced concrete cross-sections
- According to:
- EN 1992-1-1:2004+AC2:2010 Section 7.3.2
- Added on:
- 21 December 2023
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SLS Design - Crack Control
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SLS design of circular or tubular reinforced concrete cross-section for crack control
- Description:
- SLS design of circular or tubular reinforced concrete cross-section for crack control (calculation of required reinforcement for given bending moment / axial force, direct calculation of crack width)
- According to:
- EN 1992-1-1:2004+AC2:2010 Section 7.3.4
- Added on:
- 26 October 2023
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SLS design of rectangular reinforced concrete cross-section for crack control
- Description:
- SLS design of rectangular reinforced concrete cross-section for crack control (calculation of required reinforcement for given bending moment / axial force, direct calculation of crack width)
- According to:
- EN 1992-1-1:2004+AC2:2010 Section 7.3.4
- Added on:
- 14 September 2023
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SLS design of I-shaped, T-shaped, and box-shaped reinforced concrete cross-section for crack control
- Description:
- SLS design of I-shaped, T-shaped, and box-shaped reinforced concrete cross-section for crack control (calculation of required reinforcement for given bending moment / axial force, direct calculation of crack width)
- According to:
- EN 1992-1-1:2004+AC2:2010 Section 7.3.4
- Added on:
- 22 October 2023
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ULS Design for Bending & Axial Force
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ULS design of circular (or tubular) reinforced concrete cross-section for bending and axial force
- Description:
- ULS design of circular or tubular reinforced concrete cross-section for bending and axial force (calculation of required reinforcement for given bending moment / axial force, maximum moment resistance MRd for given axial force, or complete M-N interaction diagram for given reinforcement layout)
- According to:
- EN 1992-1-1:2004+AC2:2010 Section 6.1
- Added on:
- 10 January 2020
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ULS design of rectangular reinforced concrete cross-section for bending and axial force
- Description:
- ULS design of rectangular reinforced concrete cross-section for bending and axial force (calculation of required reinforcement for given bending moment / axial force, maximum moment resistance MRd for given axial force, or complete M-N interaction diagram for given reinforcement layout)
- According to:
- EN 1992-1-1:2004+AC2:2010 Section 6.1
- Added on:
- 11 April 2021
-
ULS design of I-shaped, T-shaped, and box-shaped reinforced concrete cross-section for bending and axial force
- Description:
- ULS design of I-shaped, T-shaped, and box-shaped reinforced concrete cross-section for bending and axial force (calculation of required reinforcement for given bending moment / axial force, maximum moment resistance MRd for given axial force, or complete M-N interaction diagram for given reinforcement layout)
- According to:
- EN 1992-1-1:2004+AC2:2010 Section 6.1
- Added on:
- 13 August 2021
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Shear Design
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Shear design of concrete cross-section (rectangular, T-beam, I-beam, box-shaped)
- Description:
- Calculation of shear reinforcement and verification of concrete strength for general concrete cross-section (rectangular, T-beam, I-beam, box-shaped)
- According to:
- EN 1992-1-1:2004+AC2:2010 Sections 6.2.1, 6.2.2, 6.2.3
- Added on:
- 25 April 2022
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Design of shear connection at the interface between concrete cast at different times
- Description:
- Calculation of required shear connection reinforcement and verification of concrete strength at the interface between concrete cast at different times
- According to:
- EN 1992-1-1:2004+AC2:2010 Section 6.2.5
- Added on:
- 10 September 2019
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Punching
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Punching shear design for internal column with circular cross-section (slab support or foundation base)
- Description:
- Calculation of punching shear reinforcement and verification of concrete strength for slab support or foundation base of circular internal column
- According to:
- EN 1992-1-1:2004+AC2:2010 Section 6.4
- Added on:
- 29 March 2024
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Punching shear design for internal column with rectangular cross-section (slab support or foundation base)
- Description:
- Calculation of punching shear reinforcement and verification of concrete strength for slab support or foundation base of rectangular internal column
- According to:
- EN 1992-1-1:2004+AC2:2010 Section 6.4
- Added on:
- 29 March 2024
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Detailing
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Table of reinforcement anchorage length and lap length
- Description:
- Design aid - Table of reinforcement anchorage length lbd & lap length l0 and associated detailing rules
- According to:
- EN 1992-1-1:2004+AC2:2010 Sections 8.4 and 8.7
- Added on:
- 20 October 2018
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Table of reinforcement area and weight for distributed reinforcement bars and individual reinforcement bars
- Description:
- Design aid - Table of reinforcement area and weight for distributed reinforcement bars (in cm2/m, mm2/m or kg/m2) and individual reinforcement bars (in cm2, mm2, or kg/m)
- According to:
- -
- Added on:
- 21 October 2018
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