How to simulate bit-fields in Delphi records?

Question

I would like to declare a record in Delphi that contains the same layout as it has in C.

For those interested : This record is part of a union in the Windows OS\'s L

Answer 1

Thanks everyone!

Based on this information, I reduced this to :

RBits = record
public
  BaseMid: BYTE;
private
  Flags: WORD;
  function GetBits(const aIndex: Integer): Integer;
  procedure SetBits(const aIndex: Integer; const aValue: Integer);
public
  BaseHi: BYTE;
  property _Type: Integer index $0005 read GetBits write SetBits; // 5 bits at offset 0
  property Dpl: Integer index $0502 read GetBits write SetBits; // 2 bits at offset 5
  property Pres: Integer index $0701 read GetBits write SetBits; // 1 bit at offset 7
  property LimitHi: Integer index $0804 read GetBits write SetBits; // 4 bits at offset 8
  property Sys: Integer index $0C01 read GetBits write SetBits; // 1 bit at offset 12
  property Reserved_0: Integer index $0D01 read GetBits write SetBits; // 1 bit at offset 13
  property Default_Big: Integer index $0E01 read GetBits write SetBits; // 1 bit at offset 14
  property Granularity: Integer index $0F01 read GetBits write SetBits; // 1 bit at offset 15
end;

The index is encoded as follows : (BitOffset shl 8) + NrBits. Where 1<=NrBits<=32 and 0<=BitOffset<=31

Now, I can get and set these bits as follows :

{$OPTIMIZATION ON}
{$OVERFLOWCHECKS OFF}
function RBits.GetBits(const aIndex: Integer): Integer;
var
  Offset: Integer;
  NrBits: Integer;
  Mask: Integer;
begin
  NrBits := aIndex and $FF;
  Offset := aIndex shr 8;

  Mask := ((1 shl NrBits) - 1);

  Result := (Flags shr Offset) and Mask;
end;

procedure RBits.SetBits(const aIndex: Integer; const aValue: Integer);
var
  Offset: Integer;
  NrBits: Integer;
  Mask: Integer;
begin
  NrBits := aIndex and $FF;
  Offset := aIndex shr 8;

  Mask := ((1 shl NrBits) - 1);
  Assert(aValue <= Mask);

  Flags := (Flags and (not (Mask shl Offset))) or (aValue shl Offset);
end;

Pretty nifty, don't you think?!?!

PS: Rudy Velthuis now included a revised version of this in his excellent "Pitfalls of converting"-article.