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Certain axially-symmetric problems of heat conduction in laminated bodies (Q579990)

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scientific article; zbMATH DE number 4016284
Language Label Description Also known as
English
Certain axially-symmetric problems of heat conduction in laminated bodies
scientific article; zbMATH DE number 4016284

    Statements

    title
    Certain axially-symmetric problems of heat conduction in laminated bodies (English)
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    author
    Stanisław J. Matysiak
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    Monika Wągrowska
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    publication date
    1987
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    review text
    The solutions of heat conduction problems in laminated hollow cylinders are presented. It is assumed, that the two-layered microperiodic rigid laminated hollow cylinders are homogeneous, isotropic and their thermal properties are constant and the bound is perfect between the hollow cylinders. The paper gives the exact solutions of two different boundary- value problems. The homogenized model of heat conduction which describes the microlocal effects (the effects due to microperiodic structure of rigid body on transient heat conduction) is employed here.
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    zbMATH Keywords
    linear axially-symmetric problems
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    temperature distributions
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    Woźniak's homogenized model
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    perfect bonding
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    heat conduction
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    laminated hollow cylinders
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    two-layered microperiodic rigid laminated hollow cylinders
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    homogeneous
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    isotropic
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    exact solutions
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    microlocal effects
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    Identifiers

    Mathematics Subject Classification ID
    74A15
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    74E05
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    74E30
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    zbMATH DE Number
    4016284
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