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- /*
- $Id: umult32.c,v 1.1 1996/08/31 12:58:13 aros Exp $
- $Log: umult32.c,v $
- Revision 1.1 1996/08/31 12:58:13 aros
- Merged in/modified for FreeBSD.
-
- Desc:
- Lang: english
- */
- #include "utility_intern.h"
-
- /*****************************************************************************
-
- NAME */
- #include <clib/utility_protos.h>
-
- __AROS_LH2(ULONG, UMult32,
-
- /* SYNOPSIS */
- __AROS_LHA(unsigned long, arg1, D0),
- __AROS_LHA(unsigned long, arg2, D1),
-
- /* LOCATION */
- struct UtilityBase *, UtilityBase, 24, Utility)
-
- /* FUNCTION
- Performs an unsigned 32-bit multiplication of arg1 * arg2 and
- returns a 32 bit value.
-
- INPUTS
- arg1, arg2 - 32 bit unsigned longs
-
- RESULT
- arg1 * arg2
-
- NOTES
- This can perform the multiplication either using the machines
- native instructions (if they exist), or in software using a
- simple algorithm (three multiplications, two shifts and
- an addition.
-
- EXAMPLE
-
- long a = 352543;
- long b = 52464;
- long c = UMult32(a,b);
- c == 1315946768
-
- BUGS
-
- SEE ALSO
- utility/SMult32(), utility/UMult64(), utility/SMult64()
-
- INTERNALS
- We are performing the operation:
-
-
- (2^16 * a + b) * (2^16 * c + d)
- = 2^32 * ab + 2^16 * ad + 2^16 * bc + bd
- = 2^32 * ab + 2^16 ( ad + bc ) + bd
-
- Now since the result is a 32-bit number, the 2^32 term will have
- no effect. (Since 2^32 > max (32-bit number).
-
- Therefore:
- product = 2^16( ad + bc ) + bd
-
- HISTORY
- 29-10-95 digulla automatically created from
- utility_lib.fd and clib/utility_protos.h
- 18-08-96 iaint Implemented as described above.
-
- *****************************************************************************/
- {
- __AROS_FUNC_INIT
-
- #ifdef HAS_32BITMULU
- return arg1 * arg2;
- #else
-
- UWORD a0, a1, b0, b1;
-
- a1 = (arg1 >> 16) & 0xffff;
- a0 = arg1 & 0xffff;
- b1 = (arg2 >> 16) & 0xffff;
- b0 = arg2 & 0xffff;
-
- return (((a0 * b1) + (a1 * b0)) << 16) + (b0 * a0);
- #endif
-
- __AROS_FUNC_EXIT
- } /* UMult32 */
-