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One-dimensional initial-boundary value problems
2003We known from experiments that deformation of a body under drying is associated with a change of moisture content and temperature of the body. The motion of a saturated porous solid under drying, described by velocity vs (see Section 3.1). is characterized by mutual interaction between deformation, moisture content and temperature fields. The domain of
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Initial Value Methods for Boundary Value Problems
Mathematics of Computation, 1974L. F. Shampine +2 more
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Boundary value methods for initial value problems: Parallel implementation
1994Initial value problems for ordinary differential equations or initial- boundary value problems for parabolic partial differential equations can be solved also as boundary value problems in the \(t\)-direction and thus can be amenable to parallelization.
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