Fundamental solutions of micropolar elastodynamics. I (Q1087031)

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scientific article; zbMATH DE number 3986719
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Fundamental solutions of micropolar elastodynamics. I
scientific article; zbMATH DE number 3986719

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    Fundamental solutions of micropolar elastodynamics. I (English)
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    1987
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    Using the superposition method and separated equations and Fourier integral transformations, fundamental solutions for displacements- rotations in the case of concentrated, harmonically variable in time, mass loads acting in infinite space are given for micropolar elastodynamics and limit theories.
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    superposition method
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    separated equations
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    Fourier integral transformations
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    displacements-rotations
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    concentrated, harmonically variable in time, mass loads
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    infinite space
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    micropolar elastodynamics
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    limit theories
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