* $NetBSD: binstr.sa,v 1.3 1994/10/26 07:48:53 cgd Exp $ * MOTOROLA MICROPROCESSOR & MEMORY TECHNOLOGY GROUP * M68000 Hi-Performance Microprocessor Division * M68040 Software Package * * M68040 Software Package Copyright (c) 1993, 1994 Motorola Inc. * All rights reserved. * * THE SOFTWARE is provided on an "AS IS" basis and without warranty. * To the maximum extent permitted by applicable law, * MOTOROLA DISCLAIMS ALL WARRANTIES WHETHER EXPRESS OR IMPLIED, * INCLUDING IMPLIED WARRANTIES OF MERCHANTABILITY OR FITNESS FOR A * PARTICULAR PURPOSE and any warranty against infringement with * regard to the SOFTWARE (INCLUDING ANY MODIFIED VERSIONS THEREOF) * and any accompanying written materials. * * To the maximum extent permitted by applicable law, * IN NO EVENT SHALL MOTOROLA BE LIABLE FOR ANY DAMAGES WHATSOEVER * (INCLUDING WITHOUT LIMITATION, DAMAGES FOR LOSS OF BUSINESS * PROFITS, BUSINESS INTERRUPTION, LOSS OF BUSINESS INFORMATION, OR * OTHER PECUNIARY LOSS) ARISING OF THE USE OR INABILITY TO USE THE * SOFTWARE. Motorola assumes no responsibility for the maintenance * and support of the SOFTWARE. * * You are hereby granted a copyright license to use, modify, and * distribute the SOFTWARE so long as this entire notice is retained * without alteration in any modified and/or redistributed versions, * and that such modified versions are clearly identified as such. * No licenses are granted by implication, estoppel or otherwise * under any patents or trademarks of Motorola, Inc. * * binstr.sa 3.3 12/19/90 * * * Description: Converts a 64-bit binary integer to bcd. * * Input: 64-bit binary integer in d2:d3, desired length (LEN) in * d0, and a pointer to start in memory for bcd characters * in d0. (This pointer must point to byte 4 of the first * lword of the packed decimal memory string.) * * Output: LEN bcd digits representing the 64-bit integer. * * Algorithm: * The 64-bit binary is assumed to have a decimal point before * bit 63. The fraction is multiplied by 10 using a mul by 2 * shift and a mul by 8 shift. The bits shifted out of the * msb form a decimal digit. This process is iterated until * LEN digits are formed. * * A1. Init d7 to 1. D7 is the byte digit counter, and if 1, the * digit formed will be assumed the least significant. This is * to force the first byte formed to have a 0 in the upper 4 bits. * * A2. Beginning of the loop: * Copy the fraction in d2:d3 to d4:d5. * * A3. Multiply the fraction in d2:d3 by 8 using bit-field * extracts and shifts. The three msbs from d2 will go into * d1. * * A4. Multiply the fraction in d4:d5 by 2 using shifts. The msb * will be collected by the carry. * * A5. Add using the carry the 64-bit quantities in d2:d3 and d4:d5 * into d2:d3. D1 will contain the bcd digit formed. * * A6. Test d7. If zero, the digit formed is the ms digit. If non- * zero, it is the ls digit. Put the digit in its place in the * upper word of d0. If it is the ls digit, write the word * from d0 to memory. * * A7. Decrement d6 (LEN counter) and repeat the loop until zero. * * Implementation Notes: * * The registers are used as follows: * * d0: LEN counter * d1: temp used to form the digit * d2: upper 32-bits of fraction for mul by 8 * d3: lower 32-bits of fraction for mul by 8 * d4: upper 32-bits of fraction for mul by 2 * d5: lower 32-bits of fraction for mul by 2 * d6: temp for bit-field extracts * d7: byte digit formation word;digit count {0,1} * a0: pointer into memory for packed bcd string formation * BINSTR IDNT 2,1 Motorola 040 Floating Point Software Package section 8 include fpsp.h xdef binstr binstr: movem.l d0-d7,-(a7) * * A1: Init d7 * moveq.l #1,d7 ;init d7 for second digit subq.l #1,d0 ;for dbf d0 would have LEN+1 passes * * A2. Copy d2:d3 to d4:d5. Start loop. * loop: move.l d2,d4 ;copy the fraction before muls move.l d3,d5 ;to d4:d5 * * A3. Multiply d2:d3 by 8; extract msbs into d1. * bfextu d2{0:3},d1 ;copy 3 msbs of d2 into d1 asl.l #3,d2 ;shift d2 left by 3 places bfextu d3{0:3},d6 ;copy 3 msbs of d3 into d6 asl.l #3,d3 ;shift d3 left by 3 places or.l d6,d2 ;or in msbs from d3 into d2 * * A4. Multiply d4:d5 by 2; add carry out to d1. * add.l d5,d5 ;mul d5 by 2 addx.l d4,d4 ;mul d4 by 2 swap d6 ;put 0 in d6 lower word addx.w d6,d1 ;add in extend from mul by 2 * * A5. Add mul by 8 to mul by 2. D1 contains the digit formed. * add.l d5,d3 ;add lower 32 bits nop ;ERRATA FIX #13 (Rev. 1.2 6/6/90) addx.l d4,d2 ;add with extend upper 32 bits nop ;ERRATA FIX #13 (Rev. 1.2 6/6/90) addx.w d6,d1 ;add in extend from add to d1 swap d6 ;with d6 = 0; put 0 in upper word * * A6. Test d7 and branch. * tst.w d7 ;if zero, store digit & to loop beq.b first_d ;if non-zero, form byte & write sec_d: swap d7 ;bring first digit to word d7b asl.w #4,d7 ;first digit in upper 4 bits d7b add.w d1,d7 ;add in ls digit to d7b move.b d7,(a0)+ ;store d7b byte in memory swap d7 ;put LEN counter in word d7a clr.w d7 ;set d7a to signal no digits done dbf.w d0,loop ;do loop some more! bra.b end_bstr ;finished, so exit first_d: swap d7 ;put digit word in d7b move.w d1,d7 ;put new digit in d7b swap d7 ;put LEN counter in word d7a addq.w #1,d7 ;set d7a to signal first digit done dbf.w d0,loop ;do loop some more! swap d7 ;put last digit in string lsl.w #4,d7 ;move it to upper 4 bits move.b d7,(a0)+ ;store it in memory string * * Clean up and return with result in fp0. * end_bstr: movem.l (a7)+,d0-d7 rts end