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Added modules docstrings based on ComponentList.xlsx #48
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| """Damage cumulation module. | ||
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| This module contains the classes and functions for damage cumulation methods. | ||
| The module implements various fatigue damage accumulation rules used to estimate the | ||
| total damage under variable amplitude loading. They include both classical linear | ||
| models, such as Palmgren–Miner’s rule, and more advanced non-linear approaches that | ||
| account for load sequence effects, mean stress influence, and material-specific | ||
| behavior for improved fatigue life prediction. | ||
| """ |
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| """Decompositions module. | ||
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| This module contains the classes and functions for decomposition methods. | ||
| Methods for breaking down complex load signals to cycles. | ||
| Contains both the uniaxial and the multiaxial procedures. | ||
| """ |
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| """Multiaxial decompositions methods. | ||
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| These routines provide tools for decomposing multiaxial stress and strain states into | ||
| their individual components, such as normal and shear parts, principal values, and | ||
| others. They are essential for analyzing complex loading conditions, enabling accurate | ||
| evaluation of material behavior under multiaxial fatigue. | ||
| """ |
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src/fatpy/core/decompositions/multiaxial/load_path_analysis_5d.py
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| """Load Path Analysis 5D methods of multiaxial decompositions. | ||
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| These methods compute the amplitude (J_2,a) and mean (J_2,m) values of the second | ||
| invariant of the deviatoric stress tensor in five-dimensional deviatoric space. This | ||
| evaluation is particularly useful in advanced multiaxial fatigue models, where accurate | ||
| representation of cyclic loading paths and stress states in the deviatoric space is | ||
| critical for predicting material response. | ||
| """ |
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src/fatpy/core/decompositions/multiaxial/shear_path_analysis_2d.py
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| """Shear Path Analysis 2D methods of multiaxial decompositions. | ||
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| These methods are designed to evaluate the mean shear stress and shear stress amplitude | ||
| acting on a specified material plane, typically used in multiaxial fatigue analysis. By | ||
| projecting the stress tensor onto the plane of interest, they provide key parameters | ||
| for assessing crack initiation risks and fatigue life under complex loading paths. | ||
| """ |
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| """Uniaxial decompositions methods. | ||
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| Implements algorithms designed to decompose one-dimensional signals into individual load | ||
| cycles, enabling detailed analysis of variable amplitude loading. By identifying turning | ||
| points and extracting cycles based on established criteria (e.g., rainflow counting), | ||
| they facilitate fatigue analysis, damage assessment, and other time-domain signal | ||
| evaluations. | ||
| """ |
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| """Energy-based fatigue life analysis methods. | ||
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| This package provides implementations of energy-based approaches for | ||
| fatigue life prediction and analysis. | ||
| Fatigue analysis methods based on the relationship between the strain energy | ||
| (usually strain energy density) and number of cycles to failure. | ||
| """ |
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| """Correction methods for the energy-life.""" | ||
| """Correction methods for the energy-life approach.""" |
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| """Plane-based methods module. | ||
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| This module contains the classes and functions for plane-based methods. | ||
| Methods for processing stress tensor path on a material plane. Provides basic | ||
| infrastructure for prediction methods based on critical-plane and integral approaches. | ||
| """ |
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| """Plane Search methods. | ||
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| Algorithms to identify a subset of potentially critical planes for further detailed | ||
| analysis and processing by critical-plane and integral methods. | ||
| """ |
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| """Strain-based fatigue life analysis methods. | ||
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| This package provides implementations of strain-based approaches for | ||
| fatigue life prediction and analysis. | ||
| These methods perform fatigue analysis using the relationship between strain amplitude | ||
| and the number of cycles to failure, as expressed by strain-life (ε-N) approaches such | ||
| as the Coffin-Manson and Basquin laws. They are particularly suited for low-cycle and | ||
| transitional fatigue regimes, where plastic strain plays a significant role, enabling | ||
| life prediction under variable amplitude or multiaxial loading when combined with | ||
| appropriate mean stress corrections and cycle counting techniques. | ||
| """ |
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| """Correction methods for the strain-life approach. | ||
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| Methods to estimate notch stress/strain with local yielding and apply mean stress | ||
| correction. | ||
| """ |
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src/fatpy/core/strain_life/correction_methods/elastic_plastic_conversion.py
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| """Elastic-Plastic Conversion methods for Strain-Life analysis. | ||
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| These methods convert purely elastic stress or strain states into their elastic-plastic | ||
| equivalents to account for local yielding effects in fatigue or fracture assessments. | ||
| Using approaches such as Neuber's rule or Glinka's strain energy density method, | ||
| they provide corrected stress-strain values that better represent actual material | ||
| behavior under high local stresses, especially at notches or other stress concentrators. | ||
| """ |
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src/fatpy/core/strain_life/correction_methods/mean_stress_effect.py
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| """Mean Stress Effect correction methods for Strain-Life Analysis. | ||
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| The methods for incorporating the effect of mean stress in strain-life (ε-N) analysis. | ||
| """ |
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| """Damage parameters calculation methods for the strain-life approach. | ||
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| This module includes both uniaxial and multiaxial parameters for low-cycle fatigue | ||
| assessment, covering a range of strain-life-based damage models suitable for high | ||
| plastic strain regimes. It also incorporates methods based on the FKM Guideline, | ||
| enabling standardized evaluation of fatigue strength under complex loading conditions. | ||
| """ |
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| """fkm non-linear damage parameter calculations for strain-life analysis. | ||
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| The module contains damage parameters based on FKM-Guideline Non-Linear. | ||
| """ |
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| """Multiaxial fatigue criteria methods for the strain-life approach. | ||
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| These methods perform low-cycle fatigue assessment using multiaxial damage parameters | ||
| that combine stress, strain, and mean stress effects into a single fatigue-relevant | ||
| quantity. By incorporating critical plane, invariant-based, and energy-based criteria, | ||
| they enable life prediction for components subjected to complex non-proportional | ||
| loading paths where significant plastic deformation occurs. | ||
| """ |
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| """Uniaxial fatigue criteria methods for the strain-life approach. | ||
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| These methods compute uniaxial damage parameters used in strain-life (ε-N) analysis to | ||
| correlate cyclic strain amplitudes with fatigue life. They include parameters such as | ||
| Coffin-Manson, Morrow, and Smith-Watson-Topper (SWT), which combine elastic and plastic | ||
| strain components—and, when applicable, mean stress effects—into a single scalar value | ||
| for life prediction under uniaxial loading conditions. | ||
| """ |
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| """Stress-based fatigue life analysis methods. | ||
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| This package provides implementations of stress-based approaches for | ||
| fatigue life prediction and analysis. | ||
| Stress-based fatigue assessment methods. Contains approach to estimate fatigue damage | ||
| and their correction on various fatigue effects (stress concentration, size, | ||
| surface quality, etc.) | ||
| """ |
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| """Correction methods for the stress-life. | ||
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| These methods project how various factors—such as surface finish, size effect, | ||
| mean stress, residual stresses, temperature, manufacturing defects, and notch | ||
| geometry—modify the fatigue strength of a real component by quantifying shifts in the | ||
| S-N curve or fatigue limit. | ||
| """ |
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src/fatpy/core/stress_life/correction_methods/eq_stress_at_crit_dist.py
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| """Equivalent stress at critical distance correction methods for stress-life approach. | ||
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| These modules implement various Theory of Critical Distances (TCD)-based approaches for | ||
| stress-gradient correction, which improve fatigue strength predictions near stress | ||
| concentrators such as notches or cracks. By incorporating characteristic length | ||
| parameters, the methods account for the spatial distribution of stress and mitigate the | ||
| over-conservatism of local stress-based criteria, offering more accurate fatigue | ||
| assessments under both uniaxial and multiaxial loading conditions. | ||
| """ |
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src/fatpy/core/stress_life/correction_methods/fatigue_limit.py
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| """Fatigue limit correction methods for the stress-life approach. | ||
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| These routines calculate correction factors that modify the fatigue limit in an | ||
| S-N curve to account for real-world influences such as surface finish, size effect, | ||
| mean stress, residual stresses, temperature, and notches. By combining these empirical | ||
| correction models, adjusted endurance limits may be produced for component-level fatigue | ||
| prediction. | ||
| """ |
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| """Power law correction methods for the stress-life approach. | ||
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| These methods are used to project the influence of various factors—such as surface | ||
| finish, size effect, mean stress, or residual stresses—on the slope of the S-N curve | ||
| for a real component. The fatigue behavior is modeled using a power law formulation. | ||
| """ |
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| """Damage parameters calculation methods for the stress-life approach. | ||
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| These methods provide parameters for evaluating stress-based fatigue damage under | ||
| uniaxial or multiaxial loading conditions. They include critical plane and | ||
| invariant-based approaches, such as maximum principal stress, Findley's and Dang Van's | ||
| criteria, which relate the applied stress state to fatigue life by identifying the most | ||
| damaging stress components or orientations. | ||
| """ |
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| """Multiaxial fatigue criteria methods for the stress-life approach. | ||
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| These modules implement a range of criteria for assessing fatigue strength under | ||
| multiaxial stress states, addressing both proportional and non-proportional loading | ||
| paths. The implemented models include critical plane approaches, energy-based methods, | ||
| and stress invariants, enabling prediction of fatigue limits/strengths for complex | ||
| loading scenarios across various materials and geometries. | ||
| """ |
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| """Uniaxial fatigue criteria methods for the stress-life approach. | ||
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| Contains criteria that address uniaxial high-cycle fatigue by incorporating the mean | ||
| stress effect through an equivalent stress amplitude approach. By adjusting the stress | ||
| amplitude to account for mean stress influences—using models such as Goodman, Gerber, | ||
| or Soderberg—they enable more accurate fatigue life predictions where mean stresses | ||
| significantly affect material endurance. | ||
| """ |
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| """Material laws module. | ||
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| Contains the classes and functions for defining and working with material laws. | ||
| Contains classes and functions that define material laws and enable their calibration | ||
| for the material under consideration. | ||
| """ | ||
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| """Cyclic stress–strain curve approximation models. | ||
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| Implements various formulations, such as the Ramberg–Osgood model, describing the | ||
| relationship between elastic–plastic stress and strain. | ||
| """ |
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| """Strain-life curve approximations. | ||
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| Implements strain-life (ε-N) curve models such as the Manson-Coffin and Basquin | ||
| relations, and provides conversions between strain amplitude and fatigue life in | ||
| both directions. | ||
| """ |
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| """Hooke's law. | ||
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| Converts between elastic stress and strain with varying levels of complexity depending | ||
| on dimensionality. | ||
| """ |
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| """Regression analysis methods of material laws. | ||
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| Implements linear and non-linear regression methods for calibrating material laws. | ||
| """ | ||
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| """Stress-life curve methods of material laws. | ||
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| Provides implementations of Wöhler (S-N) curve models along with methods for converting | ||
| between stress amplitude and fatigue life in both directions. | ||
| """ |
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| """Structural mechanics module. | ||
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| This module contains the classes and functions for structural mechanics analysis. | ||
| Contains structural mechanics related classes and methods. | ||
| """ |
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| """Strain analysis methods of structural mechanics. | ||
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| A group of methods evaluating equivalent strain based on full-tensor input. | ||
| """ |
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| """Contains the functions for tensor and other transformations.""" | ||
| """Transformations methods of structural mechanics. | ||
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| These routines perform mathematical operations to transform stress and strain tensors | ||
| between different coordinate systems or reference frames. They include tensor rotation, | ||
| transformation to principal axes, and projection onto specified planes, enabling | ||
| detailed analysis of material response under complex loading conditions and supporting | ||
| criteria based on critical plane, invariant, or principal stress/strain approaches. | ||
| Includes 5D deviatoric stress reduction. | ||
| """ |
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| """Utility functions for the fatigue analysis package.""" | ||
| """Utilities module. | ||
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| A collection of general utility functions. | ||
| """ |
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