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The facilities relevant to interfacing with the Fortran language are the package Interfaces.Fortran and support for the Import, Export and Convention pragmas with convention_identifier Fortran.
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The package Interfaces.Fortran defines Ada types whose representations are identical to the default representations of the Fortran intrinsic types Integer, Real, Double Precision, Complex, Logical, and Character in a supported Fortran implementation. These Ada types can therefore be used to pass objects between Ada and Fortran programs.
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The library package Interfaces.Fortran has the following declaration:
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with Ada.Numerics.Generic_Complex_Types; −− see G.1.1 pragma Elaborate_All(Ada.Numerics.Generic_Complex_Types); package Interfaces.Fortran is pragma Pure(Fortran);
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type Fortran_Integer is range implementation−defined;
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type Real is digits implementation−defined; type Double_Precision is digits implementation−defined;
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type Logical is new Boolean;
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package Single_Precision_Complex_Types is new Ada.Numerics.Generic_Complex_Types (Real);
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type Complex is new Single_Precision_Complex_Types.Complex;
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subtype Imaginary is Single_Precision_Complex_Types.Imaginary; i : Imaginary renames Single_Precision_Complex_Types.i; j : Imaginary renames Single_Precision_Complex_Types.j;
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type Character_Set is implementation−defined character type;
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type Fortran_Character is array (Positive range <>) of Character_Set; pragma Pack (Fortran_Character);
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function To_Fortran (Item : in Character) return Character_Set; function To_Ada (Item : in Character_Set) return Character;
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function To_Fortran (Item : in String) return Fortran_Character; function To_Ada (Item : in Fortran_Character) return String;
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procedure To_Fortran (Item : in String; Target : out Fortran_Character; Last : out Natural);
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procedure To_Ada (Item : in Fortran_Character; Target : out String; Last : out Natural);
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end Interfaces.Fortran;
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The types Fortran_Integer, Real, Double_Precision, Logical, Complex, and Fortran_Character are Fortran−compatible.
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The To_Fortran and To_Ada functions map between the Ada type Character and the Fortran type Character_Set, and also between the Ada type String and the Fortran type Fortran_Character. The To_Fortran and To_Ada procedures have analogous effects to the string conversion subprograms found in Interfaces.COBOL.
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An implementation shall support pragma Convention with a Fortran convention_identifier for a Fortran−eligible type (see B.1).
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An implementation may add additional declarations to the Fortran interface packages. For example, the Fortran interface package for an implementation of Fortran 77 (ANSI X3.9−1978) that defines types like Integer*n, Real*n, Logical*n, and Complex*n may contain the declarations of types named Integer_Star_n, Real_Star_n, Logical_Star_n, and Complex_Star_n. (This convention should not apply to Character*n, for which the Ada analog is the constrained array subtype Fortran_Character (1..n).) Similarly, the Fortran interface package for an implementation of Fortran 90 that provides multiple kinds of intrinsic types, e.g. Integer (Kind=n), Real (Kind=n), Logical (Kind=n), Complex (Kind=n), and Character (Kind=n), may contain the declarations of types with the recommended names Integer_Kind_n, Real_Kind_n, Logical_Kind_n, Complex_Kind_n, and Character_Kind_n.
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An Ada implementation should support the following interface correspondences between Ada and Fortran:
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NOTES
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16 An object of a Fortran−compatible record type, declared in a library package or subprogram, can correspond to a Fortran common block; the type also corresponds to a Fortran "derived type".
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Example of Interfaces.Fortran:
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with Interfaces.Fortran; use Interfaces.Fortran; procedure Ada_Application is
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type Fortran_Matrix is array (Integer range <>, Integer range <>) of Double_Precision; pragma Convention (Fortran, Fortran_Matrix); −− stored in Fortran's −− column−major order procedure Invert (Rank : in Fortran_Integer; X : in out Fortran_Matrix); pragma Import (Fortran, Invert); −− a Fortran subroutine
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Rank : constant Fortran_Integer := 100; My_Matrix : Fortran_Matrix (1 .. Rank, 1 .. Rank);
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begin
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... My_Matrix := ...; ... Invert (Rank, My_Matrix); ...
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end Ada_Application;