CCLWeightDerivation Derived Type

type, public, extends(Derivation) :: CCLWeightDerivation

Calculates the Chang-Cooper-Langdon interpolation weight for f0 Coulomb collisions assuming that the two passed variables are single harmonic C and D integrals (see 4.5 in Mijin thesis)


Components

Type Visibility Attributes Name Initial
logical, public :: userDefined = .false.

True only if user explicitly sets it to true
real(kind=rk), private, allocatable, dimension(:) :: dvPlus

v_{n+1} - v_n vector

integer(kind=ik), private :: numV

Type-Bound Procedures

procedure, public :: isDefined => isDefinedObject

  • interface

    private pure module function isDefinedObject(this) result(defined)

    Getter for userDefined

    Arguments

    Type IntentOptional Attributes Name
    class(Object), intent(in) :: this

    Return Value logical

procedure, public :: makeDefined => makeDefinedObject

  • interface

    private pure module subroutine makeDefinedObject(this)

    Set userDefined to .true.

    Arguments

    Type IntentOptional Attributes Name
    class(Object), intent(inout) :: this

procedure, public :: makeUndefined => makeUndefinedObject

  • interface

    private pure module subroutine makeUndefinedObject(this)

    Set userDefined to .false.

    Arguments

    Type IntentOptional Attributes Name
    class(Object), intent(inout) :: this

procedure, public :: init => initCCLWeights

  • interface

    private module subroutine initCCLWeights(this, vSpaceObj)

    Initialize Chang-Cooper-Langdon interpolation weight derivation

    Arguments

    Type IntentOptional Attributes Name
    class(CCLWeightDerivation), intent(inout) :: this
    type(VSpace), intent(in) :: vSpaceObj

procedure, public :: calculate => calculateCCLWeights

  • interface

    private module function calculateCCLWeights(this, inputArray, indices) result(output)

    Arguments

    Type IntentOptional Attributes Name
    class(CCLWeightDerivation), intent(inout) :: this
    type(RealArray), intent(in), dimension(:) :: inputArray
    integer(kind=ik), intent(in), dimension(:) :: indices

    Return Value real(kind=rk), allocatable, dimension(:)