Calculation parameters
Calculation parameters are divided into several groups:
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general parameters (see below),
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parameters for columns (see below),
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parameters for beams (see below),
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parameters for CDD calculation (see separate chapter),
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parameters for interaction diagram (see separate chapter).
General parameters
Parameters for columns
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Advanced settings |
This parameter can simplify the input for those users who calculate simple problems and need to adjust just a few basic parameters. If ON, all the items in the column setup part are available. If OFF, only the basic parameters are available. The less-common parameters are disabled. |
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Corner design only |
The following cross-sections are supported: rectangular, L-section, T-section, I-section. The bars are designed only in corners of the cross-section. The calculation is iterative and diameter or area of reinforcement in corner is increased until the check is satisfied. |
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Determine governing cross-section beforehand |
The user may determine that the design of reinforcement is carried out in the foot and head of the column. Otherwise, the calculation is carried out in all intermediate sections as well, which may be time consuming and bring no profit in terms of accuracy. The subsequent check of the designed reinforcement is performed in all sections. |
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Buckling data |
The option activates a pseudo-linear calculation of buckling for 1D member (the genuine 2nd order analysis is the non-linear one, i.e. using the Timoshenko or Newton-Raphson iteration). If this option is ON, a special algorithm is started on the background that evaluates bar imperfections and 1st + 2nd order deflections which leads to an approximation of the 1st order bending moments by increased 2nd order moments. DIN 1045-1 introduces for this situation the concept of "Model column method" and ÖNORM calls it "Spare bar method". Each national standard implemented in SCIA Engineer uses its analysis path that takes into account the stipulations of the particular standard. |
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User estimate of reinf. ratio for design of reinforcement |
The user’s estimate of reinforcement ratio for columns. When the reinforcement is being designed with the effect of buckling length taken into account, the area of reinforcement is known yet. This are is, therefore, calculated using the user-specified value in this item. |
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Optimize the number of bars in c-s for biaxial calculation |
If ON, the number of bars in the cross-section is optimised to achieve the minimum number of bars with the cross-section still passing the check. |
Calculation method
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Uni-axial bending calculation |
The largest of bending moments My, Mz will be taken into consideration. The smaller one will be ignored. |
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Bi-axial bending calculation (interaction formula) |
Both My and Mz are taken into account. The design is carried out using interaction formula (My/Myu)x + (Mz/Mzu)x < 1 where x is the safety factor (see below). |
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Automatic determination - uni-axial bending calculation if ratio of biaxial moment is less then |
If the ratio of one bending moment to the other along the whole beam length is smaller than the input value, then the beam is considered to be subject to uni-axial bending. Otherwise, if at least one cross-section is found where the ratio is greater than the input value, the biaxial approach is applied. |
Biaxial bending
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Safety factor for biaxial bending formula (see above) |
Specifies the safety factor used in the interaction formula above. Default value = 1.4. |
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Calculate reinforcement using |
real area of reinforcement If this option is ON, the reinforcement is calculated from the real sectional area of individual bars. delta area of reinforcement If this option is ON, the reinforcement is calculated using the user defined area (delta). |
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Optimisation method for number of bars in cross-section |
If the option is ON, the number on bars in section is minimised so that their minimal number is used. |
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Ratio y/z |
automatic If ON, the ratio of y-reinforcement to z-reinforcement is determined automatically. manual If ON, the user specifies the ratio of reinforcement in y-direction to reinforcement in z-direction. |
Parameters for beams
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Check max. depth of compression zone |
If ON, activates the check of the limit value of the depth of compression zone x_lim (full value of tensile strength of steel is reached) |
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Calculate compression reinforcement |
If the compression reinforcement is necessary, check this box to provide for its calculation. |
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Normal force to calculation |
If ON the normal force in beam is takes into account. |
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Moment capping at supports |
Bending moment diagram may be "shifted" in supports in order to provide for reduction of support bending moments. The reduction depends on the type of support. For supports of Column type, the support dimension is calculated from the column’s cross-section. For standard supports the user must input the support size (see the chapter dealing with point supports in the main reference manual). |
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Shear force capping at supports |
If reduction of shear force in supports is allowed, check this box. at the face (support/column) the reduced shear force is determined at the support face at the effective depth from the face (support/column) the reduced shear force is determined in the effective length from the support face |
Parameters for 2D elements
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§9.3.2(1): when shearreinforcement req. › theheight ought to be ? 20 cm |
If ON, the statically required shear reinforcement in cross-sections with depth < 200 mm is declared as non-designable. EN 1992-1-1:2004: art. 9.3.2(1) |
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Structural reinforcement of deep beams |
If ON, construction reinforcement for deep beams will be taken into account. |
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Pressure normal forceeccentricity ratio ecr=M/(N×d) |
Shells: If the real eccentricity in cross-section is greater than the value on input, the state of stress-strain is considered as "prevailing bending", otherwise "prevailing normal force". This parameter is used in the control of minimum pressure reinforcement. Compare ÖNORM B 4700: art. 3.4.2(3) Default value = 2.0 |
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Limit bending pressure zone ratio |
Definition of the relative height of the bending pressure zone for different concrete strengths According to EN 1992-1-1: art. 2.5.3.4(5) |
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for C12/15 till C35/45 |
Definition of the limit value ksi=x/d for concrete classes up to C35/45. According to EN 1992-1-1: art. 2.5.3.4.2(5) Default value = 0.45 |
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for concrete classes higherthan C35/45 |
Definition of the limit value ksi=x/d for concrete classes higher than C35/45. According to EN 1992-1-1 art. 2.5.3.4.2(5) Default value = 0.35 |