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Checks According to ÖNORM B 4700, B 4750 and B 4753
Structures Made of Reinforced Concrete and Prestressed Concrete

The InfoCAD program system can be used to conduct checks for any 2D and 3D loaded beam or shell structure.
Elements with no prestress as well as prestressed elements with subsequent bond, without bond, with external prestressing and in mixed construction can be analyzed.

ÖNORM B 4700

 

Actions, Design Situations

The corresponding actions are simply mapped to the load cases by the user. The program then automatically creates the decisive design values for the ultimate limit state and serviceability limit state while considering the safety factors and combination coefficients. For each combination different design situations can be defined for the construction and end states. When conducting the check, the extreme values deriving from all combinations and situations applies. Optionally, the checks can be carried out for all possible combinations of internal forces.

The following tables list the available checks including references to the chapters of the applicable standards.

Ultimate Limit State Checks

B4700 B4750 B4753
Minimum reinforcement against failure without warning - 12.5 12.5
Normal force, bending moment (N, M, N and M) 3.4.2 12.2 12.2
Lateral force under consideration of the minimum level of reinforcement 3.4.4 12.3 12.3
Torsion 3.4.6 12.4 12.4
Punching shear 3.4.5 - -
Fatigue of longitudinal reinforcement, shear reinforcement and prestressing steel - - 13.3-4
Fatigue of concrete under compressive stress - - 13.2
 

Checks at the Serviceability Limit State

Limiting the concrete compressive stresses - 11.4.5 11.4.2
Limiting the reinforcing and prestressing steel stresses - 11.4.5 11.4.2
Check of decompression - 11.3 11.3
Crack dispersing minimum reinforcement 4.2.2 11.5 11.5
Limiting the crack width 4.2.3 11.5 11.5
Limiting deformations 4.3 11.6 11.6

Ultimate Limit State

The dimensioning of the reinforcement is performed separately on a per checks basis for the modeled design situations. This is determined individually for each combination of internal forces. The final outcome is a result of the extreme value derived from all calculated reinforcements. In the check against fatigue, the reinforcement that was previously determined is, if necessary, increased iteratively until the required stress range is met.

Serviceability

If required, the checks are carried out in state II under consideration of the calculated maximum reinforcement. In order to attain the required crack width, the minimum reinforcement is increased, if necessary.

Situation Load Capacity Serviceability
Fundamental combination
Accidental
Longitudinal reinforcement
Lateral reinforcement
Torsional reinforcement
Punching shear
 
Rare,
Characteristic
  Concrete compressive stress
Reinforcing steel stress
Prestressing steel stress
Decompression class A
Crack width class B
Frequently
Fatigue
Robustness reinforcement
Reinforcing steel fatigue
Prestressing steel fatigue
Concrete fatigue
Decompression class B
Crack width class C, D
Quasi-continuous   Concrete compressive stress
Prestressing steel stress
Decompression class C
Crack width class E
Deformations

Results

The calculated reinforcement can be output graphically (contours, color gradient, section or numerically) or in table form. This can be selected either for individual checks or for the entire reinforcement. The checks are documented in a detailed log.


Literature

ÖNORM B 4700 (2001)
Reinforced concrete structures - EUROCODE-oriented analysis,
design and detailing, publication 2001-06-01,
Österreichisches Normungsinstitut (ON), Vienna 2001.

ÖNORM B 4750 (2000)
Prestressed concrete structures - EUROCODE-oriented analysis,
design and detailing, publication 2000-11-01,
Österreichisches Normungsinstitut (ON), Vienna 2000.

ÖNORM B 4753 (2003)
Prestressed concrete railroad bridges - EUROCODE-oriented analysis,
design and detailing, publication 2003-06-01,
Österreichisches Normungsinstitut (ON), Vienna 2003.

Examples of the use of the ÖNORM B 4700 (1995)
„Reinforced steel structures. EUROCODE-oriented analysis, design and
detailing', as of 1 October 1995,
Österreichisches Normungsinstitut (ON), Vienna 1995.

Actions and design situations
Actions and design situations

Effective actions
Definition of effective actions

Calculations settings
Check selection

Reinforcement display
Lower reinforcement with selected gradation

Punching shear check
Entry dialog for the punching shear check