Realization of some numerical methods for ODE solving.
Static member | Description |
Full Usage:
Ode.GearBDF(tstart, tfinal, x0, f)
Parameters:
float
-
Initial time point
tfinal : float
-
Final time
x0 : Vector
-
Initial phase vector
f : Func<float, Vector, Vector>
-
Right parts of the system
Returns: IEnumerable<SolutionPoint>
Sequence of infinite number of solution points.
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Implementation of Gear's BDF method with dynamically changed step size and order. Order changes between 1 and 3.
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Full Usage:
Ode.GearBDF(t0, x0, f)
Parameters:
float
-
Initial time point
x0 : Vector
-
Initial phase vector
f : Func<float, Vector, Vector>
-
Right parts of the system
Returns: IEnumerable<SolutionPoint>
Sequence of infinite number of solution points.
|
Implementation of Gear's BDF method with dynamically changed step size and order. Order changes between 1 and 3.
|
Full Usage:
Ode.GearBDF(tstart, tfinal, x0, f, opts)
Parameters:
float
-
Initial time point
tfinal : float
-
Final time
x0 : Vector
-
Initial phase vector
f : Func<float, Vector, Vector>
-
Right parts of the system
opts : Options
-
Options for accuracy control and initial step size
Returns: IEnumerable<SolutionPoint>
Sequence of infinite number of solution points.
|
Implementation of Gear's BDF method with dynamically changed step size and order. Order changes between 1 and 3.
|