Represents a base class for the Runge-Kutta classes.
Constructor | Description |
Full Usage:
xBaseOdeRungeKutta()
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Instance member | Description |
Full Usage:
this.Solve
Parameters:
float[]
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A vector of size N containing the initial conditions ( at t0). N is the number of differential equations.
tspan : float[]
-
A vector specifying the interval of integration (t0,..,tf).
Returns: float[,]
A matrix that contains the solution of the differential equations [T, y1,..,yN].
The first column contains the time points and each row corresponds to the solution at a time returned in the corresponding row.
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Computes the solution of the differntial equations.
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Full Usage:
this.Solve
Parameters:
float[]
-
A vector of size N containing the initial conditions. N is the number of differential equations.
t0 : float
-
The initial independent variable value.
deltaT : float
-
The step for the interval of integration (t0, t0+deltaT, t0+2*deltaT,...,tf).
tf : float
-
The final independent variable value.
Returns: float[,]
A matrix that contains the solution of the differential equations [T, y1,..,yN].
The first column contains the time points and each row corresponds to the solution at a time returned in the corresponding row.
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Computes the solution of the differntial equations.
|
Full Usage:
this.Solve
Parameters:
float[]
-
A vector of size N containing the initial conditions. N is the number of differential equations.
t0 : float
-
The initial independent variable value.
deltaT : float
-
The step for the interval of integration (t0, t0+deltaT, t0+2*deltaT,...,tf).
tf : float
-
The final independent variable value.
solution : OdeSolution
-
A delegate where to return the solution.
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Computes the solution of the differntial equations.
|
Full Usage:
this.Solve
Parameters:
float[]
-
A vector of size N containing the initial conditions ( at t0). N is the number of differential equations.
tspan : float[]
-
A vector specifying the interval of integration (t0,..,tf).
solution : OdeSolution
-
A delegate where to return the solution.
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Computes the solution of the differntial equations.
|