FUNCTION IfcNormalise

(* SCHEMA IFC4; *)

FUNCTION IfcNormalise
  (Arg : IfcVectorOrDirection) 
    : IfcVectorOrDirection;
LOCAL
  Ndim : INTEGER;
  V    : IfcDirection
         := IfcRepresentationItem() || IfcGeometricRepresentationItem () || IfcDirection([1.,0.]); 
  Vec  : IfcVector 
         := IfcRepresentationItem() || IfcGeometricRepresentationItem () || IfcVector (
            IfcRepresentationItem() || IfcGeometricRepresentationItem () || IfcDirection([1.,0.]), 1.);
  Mag  : REAL;
  Result : IfcVectorOrDirection
         := V;
END_LOCAL;

  IF NOT EXISTS (Arg) THEN
    RETURN (?);
  ELSE
    IF 'IFC4.IFCVECTOR' IN TYPEOF(Arg) THEN
      BEGIN
        Ndim := Arg\IfcVector.Dim;
 V.DirectionRatios := Arg\IfcVector.Orientation.DirectionRatios;
        Vec.Magnitude := Arg\IfcVector.Magnitude;
 Vec.Orientation := V;
        IF Arg\IfcVector.Magnitude = 0.0 THEN
          RETURN(?);
        ELSE
          Vec.Magnitude := 1.0;
        END_IF;
      END;
    ELSE
      BEGIN
        Ndim := Arg\IfcDirection.Dim;
        V.DirectionRatios := Arg\IfcDirection.DirectionRatios;
      END;
    END_IF;

    Mag := 0.0;
      REPEAT i := 1 TO Ndim;
        Mag := Mag + V.DirectionRatios[i]*V.DirectionRatios[i];
      END_REPEAT;
    IF Mag > 0.0 THEN
      Mag := SQRT(Mag);
      REPEAT i := 1 TO Ndim;
        V.DirectionRatios[i] := V.DirectionRatios[i]/Mag;
      END_REPEAT;
      IF 'IFC4.IFCVECTOR' IN TYPEOF(Arg) THEN
        Vec.Orientation := V;
        Result := Vec;
      ELSE
        Result := V;
      END_IF;
    ELSE
      RETURN(?);
    END_IF;
  END_IF;
  RETURN (Result);

END_FUNCTION;

Referenced By

Defintion IfcNormalise is references by the following definitions:

Definition	Type
IfcAxis1Placement	ENTITY
IfcBaseAxis	FUNCTION
IfcBuild2Axes	FUNCTION
IfcBuildAxes	FUNCTION
IfcCrossProduct	FUNCTION
IfcDotProduct	FUNCTION
IfcFirstProjAxis	FUNCTION
IfcScalarTimesVector	FUNCTION
IfcSecondProjAxis	FUNCTION
IfcVectorDifference	FUNCTION
IfcVectorSum	FUNCTION

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2023-12-22T16:31:10-05:00