bluemira.structural.stress
FE stress interpolations
Functions
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\(v(x)\) |
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\(M = EI\dfrac{\partial^2 v}{\partial^2 x}\) |
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\(V = EI\dfrac{\partial^3 v}{\partial^3 x}\) |
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Calculate all the base Hermite polynomials |
Module Contents
- bluemira.structural.stress.hermite_displacement(n: int) numpy.ndarray
\(v(x)\)
- Parameters:
n (int)
- Return type:
numpy.ndarray
- bluemira.structural.stress.hermite_curvature(n: int) numpy.ndarray
\(M = EI\dfrac{\partial^2 v}{\partial^2 x}\)
- Parameters:
n (int)
- Return type:
numpy.ndarray
- bluemira.structural.stress.hermite_shear(n: int) numpy.ndarray
\(V = EI\dfrac{\partial^3 v}{\partial^3 x}\)
- Parameters:
n (int)
- Return type:
numpy.ndarray
- bluemira.structural.stress.hermite_polynomials(n: int) list[numpy.ndarray]
Calculate all the base Hermite polynomials
- Parameters:
n (int) – The number of interpolation points
- Return type:
list[numpy.ndarray]