The GaussJacksonIntegrator type exposes the following members.
Create a copy of this integrator.(Overrides NumericalIntegratorClone(CopyContext).)
Determines whether the specified object is equal to the current object.(Inherited from Object.)
Allows an object to try to free resources and perform other cleanup operations before it is reclaimed by garbage collection.(Inherited from Object.)
Serves as the default hash function.(Inherited from Object.)
Gets the Type of the current instance.(Inherited from Object.)
Initialize the integrator's initial independent and dependent variables and reset the integration parameters. This should be called by the user prior to performing the first integration step.(Overrides NumericalIntegratorInitialize(Double, Double).)
Perform an integration step moving the independent and dependent variables from their initial (the final values of the previous step) to their new final values, using the CurrentStepSize.(Overrides NumericalIntegratorIntegrate.)
When overriding this method, StartNextStep should be called prior to integration.
Perform an integration step moving the independent and dependent variables from their initial (the final values of the previous step) to their new final values.(Overrides NumericalIntegratorIntegrate(Double).)
Creates a shallow copy of the current Object.(Inherited from Object.)
Repeats the last integration of the differential equations.(Overrides NumericalIntegratorReintegrate(Double).)
When overriding this method, note that the CurrentStepSize property should be unaffected by the stepSize parameter.
This performs the task of setting the Initial values to the previous Final values prior to taking the next step. This method is called prior to integrating the step but not called during re-integration.(Overrides NumericalIntegratorStartNextStep.)
Returns a string that represents the current object.(Inherited from Object.)
This method is used in order to update the last step's derivatives with any post integration corrections.(Overrides MultipleStepIntegratorUpdateSavedDerivatives(Double).)