... | @@ -5,6 +5,7 @@ The code for this example is located in `examples/FVDiscr` |
... | @@ -5,6 +5,7 @@ The code for this example is located in `examples/FVDiscr` |
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## Brief
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## Brief
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This example uses simple two-point FVM scheme to solve Poisson's equation in unit cube domain.
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This example uses simple two-point FVM scheme to solve Poisson's equation in unit cube domain.
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The following classes are used: `Mesh`, `Partitioner`, `Solver`.
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## Description
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## Description
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This examples is used to solve the problem _div(K grad U) = f_ with Dirichlet boundary conditions, where _K_ is unit tensor and the right-hand side _f_ is computed from the exact solution: _U = sin(PI·x)·sin(PI·y)·sin(PI·z)_.
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This examples is used to solve the problem _div(K grad U) = f_ with Dirichlet boundary conditions, where _K_ is unit tensor and the right-hand side _f_ is computed from the exact solution: _U = sin(PI·x)·sin(PI·y)·sin(PI·z)_.
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