About: Michell solution

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The Michell solution is a general solution to the elasticity equations in polar coordinates developed by J. H. Michell. The solution is such that the stress components are in the form of a Fourier series in . Michell showed that the general solution can be expressed in terms of an Airy stress function of the form The terms and define a trivial null state of stress and are ignored.

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  • The Michell solution is a general solution to the elasticity equations in polar coordinates developed by J. H. Michell. The solution is such that the stress components are in the form of a Fourier series in . Michell showed that the general solution can be expressed in terms of an Airy stress function of the form The terms and define a trivial null state of stress and are ignored. (en)
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  • The Michell solution is a general solution to the elasticity equations in polar coordinates developed by J. H. Michell. The solution is such that the stress components are in the form of a Fourier series in . Michell showed that the general solution can be expressed in terms of an Airy stress function of the form The terms and define a trivial null state of stress and are ignored. (en)
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  • Michell solution (en)
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