A B C D E F G H I J L M N O P R S T U V W

F

f - Variable in class jabble.Multigrid

f() - Method in class jabble.RungeKutta

Computes f(x, y), the function that defines the ODE to be solved.

f1() - Method in class jabble.RungeKutta

Computes k₁.

f2() - Method in class jabble.RungeKutta

Computes k₂.

f3() - Method in class jabble.RungeKutta

Computes k₃.

f4() - Method in class jabble.RungeKutta

Computes k₄.

FAS - Class in jabble

Implements FAS (Full Approximation Storage).

FAS(Evolver, String, String) - Constructor for class jabble.FAS

Field - Class in jabble

Represents a scalar field defined on all of the point of the Grid.

Field() - Constructor for class jabble.Field

fieldArrayMap - Variable in class jabble.Evolver

A map to all the Field[] java variables defined in the Evolver, generated through introspection.

FieldCalculator - Class in jabble

An object of this class is able to calculate a Field as a function of a set of other Fields.

FieldCalculator(String, FunctionField) - Constructor for class jabble.FieldCalculator

The new object will calculate the Field named fieldName according to the function given.

FieldFunctionField - Class in jabble.indicators

Returns the value of a field at a point.

FieldFunctionField(String) - Constructor for class jabble.indicators.FieldFunctionField

fieldMap - Variable in class jabble.Evolver

A map to all the Field java variables defined in the Evolver, generated through introspection.

FirstDerivativeStencils - Class in jabble.stencils

Stencil library for first derivates on Fields in any dimensions.

FULL_WEIGHTING - Static variable in class jabble.MultigridOperation

Full weighting operation for 1D/2D/3D grids.

FullMultigrid - Class in jabble

Adds the linear Multigrid V-Cycle to implement FullMultigrid.

FullMultigrid(Evolver, String, String) - Constructor for class jabble.FullMultigrid

Creates a new MultiGrid evolver on top of the given evolver.

FunctionField - Interface in jabble

Calculates an expression at each given Point; it's used by FieldCalculators and Indicators.