The alternating Schwarz method applied to some biharmonic variational inequalities (Q2277766)

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The alternating Schwarz method applied to some biharmonic variational inequalities
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    The alternating Schwarz method applied to some biharmonic variational inequalities (English)
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    1990
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    Considered are the free and clamped plate problems along with an upper and a lower obstacle. The Schwarz iteration is shown to converge strongly and monotonically to the solution; also, an error estimate is obtained. The same is done for the discretized problems which are obtained by applying a mixed finite element method.
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    biharmonic variational inequalities
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    plate problems
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    convergence
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    Schwarz iteration
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    mixed finite element method
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