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added comments for public methods
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@ -12,7 +12,20 @@
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*/
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typedef Eigen::Triplet<double> T;
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/*!
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* Defines both types of boundary condition as a datatype.
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*/
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typedef int bctype;
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/*!
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* A boundary condition consists of two features. A type and the according
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* value. Here we can differentiate between:
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*
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* - Neumann boundary conditon: type BC_NEUMANN with the value defining the
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* gradient
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* - Dirichlet boundary condition: type BC_DIRICHLET with the actual value of
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* the boundary condition
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*/
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typedef std::vector<std::tuple<bctype, double>> boundary_condition;
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/*!
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@ -22,7 +35,13 @@ typedef std::vector<std::tuple<bctype, double>> boundary_condition;
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class BTCSDiffusion {
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public:
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/*!
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* Defines a Neumann boundary condition.
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*/
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static const int BC_NEUMANN;
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/*!
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* Defines a Dirichlet boundary condition.
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*/
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static const int BC_DIRICHLET;
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/*!
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@ -55,12 +74,26 @@ public:
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* @param c Vector describing the concentration of one solution of the grid as
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* continious memory (Row-wise).
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* @param alpha Vector of diffusioncoefficients for each grid element.
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* @param timestep Time (in seconds ?) to simulate.
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*/
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void simulate(std::vector<double> &c, std::vector<double> &alpha);
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/*!
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* Set the timestep of the simulation
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*
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* @param time_step Time step (in seconds ???)
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*/
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void setTimestep(double time_step);
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/*!
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* Set the boundary condition of the given grid. This is done by defining an
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* index (exact order still to be determined), the type of the boundary
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* condition and the according value.
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*
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* @param index Index of the boundary condition vector.
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* @param val Value of the boundary condition (gradient for Neumann, exact
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* value for Dirichlet).
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* @param Type of the grid cell.
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*/
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void setBoundaryCondition(int index, double val, bctype type);
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private:
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