formula_8_51
codes.eurocode.en_1993_1_1_2022.chapter_8_ultimate_limit_state.formula_8_51
Formula 8.51 from EN 1993-1-1:2022: Chapter 8 - Ultimate Limit State.
Classes:
-
Form8Dot51ReducedBendingMomentResistance–Class representing formula 8.51 for the calculation of [\(M_{N,y,Rd}\)].
codes.eurocode.en_1993_1_1_2022.chapter_8_ultimate_limit_state.formula_8_51.Form8Dot51ReducedBendingMomentResistance
Form8Dot51ReducedBendingMomentResistance(
mpl_y_rd: NMM, n: DIMENSIONLESS, a_w: DIMENSIONLESS
)
Bases: Formula
Class representing formula 8.51 for the calculation of [\(M_{N,y,Rd}\)].
[\(M_{N,y,Rd}\)] Calculation of the reduced bending moment [\(Nmm\)].
EN 1993-1-1:2022 art.8.2.9.1(6) - Formula (8.51)
Parameters:
-
mpl_y_rd(NMM) –[\(M_{pl,y,Rd}\)] Plastic bending moment resistance about the y-axis [\(Nmm\)].
-
n(DIMENSIONLESS) –[\(n\)] Axial force ratio, see equation 8.50n (dimensionless).
-
a_w(DIMENSIONLESS) –[\(a_w\)] Reduction factor for the web (dimensionless), see equation 8.51aw.
Source code in blueprints/codes/eurocode/en_1993_1_1_2022/chapter_8_ultimate_limit_state/formula_8_51.py
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codes.eurocode.en_1993_1_1_2022.chapter_8_ultimate_limit_state.formula_8_51.Form8Dot51ReducedBendingMomentResistance.latex
latex(n: int = 3) -> LatexFormula
Returns LatexFormula object for formula 8.51.
Source code in blueprints/codes/eurocode/en_1993_1_1_2022/chapter_8_ultimate_limit_state/formula_8_51.py
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