ellipsoidal_field_interface Module

Damian Rouson
12/19/2019
26 statements
Source File

Define a 3D scalar field with ellipsoidal isosurfaces and provide differential operators

Uses

- differentiable_field_interface
- grid_interface
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Used by

- Descendants:
- ellipsoidal_field_implementation
Help
Graph Key

Nodes of different colours represent the following:

Solid arrows point from a submodule to the (sub)module which it is descended from. Dashed arrows point from a module or program unit to modules which it uses. Where possible, edges connecting nodes are given different colours to make them easier to distinguish in large graphs.

Contents

Interfaces

evaluate laplacian

Derived Types

ellipsoidal_field

Interfaces

interface

private module function evaluate(this, grid_points) result(f)

Evaluate the function at the provided grid points

Arguments

Type Intent Optional Attributes Name

class(ellipsoidal_field), intent(in) :: this

class(grid), intent(in) :: grid_points

Return Value class(grid), allocatable

interface

private module function laplacian(this, grid_points) result(laplacian_f)

Compute the Laplacian of the ellipsoidal function employed in "evaluate" above

Arguments

Type Intent Optional Attributes Name

class(ellipsoidal_field), intent(in) :: this

class(grid), intent(in) :: grid_points

Return Value class(grid), allocatable

Derived Types

type, public, extends(differentiable_field) :: ellipsoidal_field

Type-Bound Procedures

procedure, public :: evaluate
procedure, public :: laplacian