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|
@ libgcc routines for ARM cpu.
@ Division routines, written by Richard Earnshaw, (rearnsha@armltd.co.uk)
/* Copyright 1995, 1996, 1998, 1999, 2000 Free Software Foundation, Inc.
This file is free software; you can redistribute it and/or modify it
under the terms of the GNU General Public License as published by the
Free Software Foundation; either version 2, or (at your option) any
later version.
In addition to the permissions in the GNU General Public License, the
Free Software Foundation gives you unlimited permission to link the
compiled version of this file into combinations with other programs,
and to distribute those combinations without any restriction coming
from the use of this file. (The General Public License restrictions
do apply in other respects; for example, they cover modification of
the file, and distribution when not linked into a combine
executable.)
This file is distributed in the hope that it will be useful, but
WITHOUT ANY WARRANTY; without even the implied warranty of
MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
General Public License for more details.
You should have received a copy of the GNU General Public License
along with this program; see the file COPYING. If not, write to
the Free Software Foundation, 59 Temple Place - Suite 330,
Boston, MA 02111-1307, USA. */
/* ------------------------------------------------------------------------ */
/* We need to know what prefix to add to function names. */
#ifndef __USER_LABEL_PREFIX__
#error __USER_LABEL_PREFIX__ not defined
#endif
/* ANSI concatenation macros. */
#define CONCAT1(a, b) CONCAT2(a, b)
#define CONCAT2(a, b) a ## b
/* Use the right prefix for global labels. */
#define SYM(x) CONCAT1 (__USER_LABEL_PREFIX__, x)
#ifdef __ELF__
#ifdef __thumb__
#define __PLT__ /* Not supported in Thumb assembler (for now). */
#else
#define __PLT__ (PLT)
#endif
#define TYPE(x) .type SYM(x),function
#define SIZE(x) .size SYM(x), . - SYM(x)
#define LSYM(x) .x
#else
#define __PLT__
#define TYPE(x)
#define SIZE(x)
#define LSYM(x) x
#endif
/* Function end macros. Variants for 26 bit APCS and interworking. */
#ifdef __APCS_26__
# define RET movs pc, lr
# define RETc(x) mov##x##s pc, lr
# define RETCOND ^
.macro ARM_LDIV0
LSYM(Ldiv0):
str lr, [sp, #-4]!
bl SYM (__div0) __PLT__
mov r0, #0 @ About as wrong as it could be.
ldmia sp!, {pc}^
.endm
#else
# ifdef __THUMB_INTERWORK__
# define RET bx lr
# define RETc(x) bx##x lr
.macro THUMB_LDIV0
LSYM(Ldiv0):
push { lr }
bl SYM (__div0)
mov r0, #0 @ About as wrong as it could be.
pop { r1 }
bx r1
.endm
.macro ARM_LDIV0
LSYM(Ldiv0):
str lr, [sp, #-4]!
bl SYM (__div0) __PLT__
mov r0, #0 @ About as wrong as it could be.
ldr lr, [sp], #4
bx lr
.endm
# else
# define RET mov pc, lr
# define RETc(x) mov##x pc, lr
.macro THUMB_LDIV0
LSYM(Ldiv0):
push { lr }
bl SYM (__div0)
mov r0, #0 @ About as wrong as it could be.
pop { pc }
.endm
.macro ARM_LDIV0
LSYM(Ldiv0):
str lr, [sp, #-4]!
bl SYM (__div0) __PLT__
mov r0, #0 @ About as wrong as it could be.
ldmia sp!, {pc}
.endm
# endif
# define RETCOND
#endif
.macro FUNC_END name
LSYM(Ldiv0):
#ifdef __thumb__
THUMB_LDIV0
#else
ARM_LDIV0
#endif
SIZE (__\name)
.endm
.macro THUMB_FUNC_START name
.globl SYM (\name)
TYPE (\name)
.thumb_func
SYM (\name):
.endm
/* Function start macros. Variants for ARM and Thumb. */
#ifdef __thumb__
#define THUMB_FUNC .thumb_func
#define THUMB_CODE .force_thumb
#else
#define THUMB_FUNC
#define THUMB_CODE
#endif
.macro FUNC_START name
.text
.globl SYM (__\name)
TYPE (__\name)
.align 0
THUMB_CODE
THUMB_FUNC
SYM (__\name):
.endm
/* Register aliases. */
work .req r4 @ XXXX is this safe ?
dividend .req r0
divisor .req r1
overdone .req r2
result .req r2
curbit .req r3
#if 0
ip .req r12
sp .req r13
lr .req r14
pc .req r15
#endif
/* ------------------------------------------------------------------------ */
/* Bodies of the division and modulo routines. */
/* ------------------------------------------------------------------------ */
.macro ARM_DIV_MOD_BODY modulo
LSYM(Loop1):
@ Unless the divisor is very big, shift it up in multiples of
@ four bits, since this is the amount of unwinding in the main
@ division loop. Continue shifting until the divisor is
@ larger than the dividend.
cmp divisor, #0x10000000
cmplo divisor, dividend
movlo divisor, divisor, lsl #4
movlo curbit, curbit, lsl #4
blo LSYM(Loop1)
LSYM(Lbignum):
@ For very big divisors, we must shift it a bit at a time, or
@ we will be in danger of overflowing.
cmp divisor, #0x80000000
cmplo divisor, dividend
movlo divisor, divisor, lsl #1
movlo curbit, curbit, lsl #1
blo LSYM(Lbignum)
LSYM(Loop3):
@ Test for possible subtractions. On the final pass, this may
@ subtract too much from the dividend ...
.if \modulo
@ ... so keep track of which subtractions are done in OVERDONE.
@ We can fix them up afterwards.
mov overdone, #0
cmp dividend, divisor
subhs dividend, dividend, divisor
cmp dividend, divisor, lsr #1
subhs dividend, dividend, divisor, lsr #1
orrhs overdone, overdone, curbit, ror #1
cmp dividend, divisor, lsr #2
subhs dividend, dividend, divisor, lsr #2
orrhs overdone, overdone, curbit, ror #2
cmp dividend, divisor, lsr #3
subhs dividend, dividend, divisor, lsr #3
orrhs overdone, overdone, curbit, ror #3
mov ip, curbit
.else
@ ... so keep track of which subtractions are done in RESULT.
@ The result will be ok, since the "bit" will have been
@ shifted out at the bottom.
cmp dividend, divisor
subhs dividend, dividend, divisor
orrhs result, result, curbit
cmp dividend, divisor, lsr #1
subhs dividend, dividend, divisor, lsr #1
orrhs result, result, curbit, lsr #1
cmp dividend, divisor, lsr #2
subhs dividend, dividend, divisor, lsr #2
orrhs result, result, curbit, lsr #2
cmp dividend, divisor, lsr #3
subhs dividend, dividend, divisor, lsr #3
orrhs result, result, curbit, lsr #3
.endif
cmp dividend, #0 @ Early termination?
movnes curbit, curbit, lsr #4 @ No, any more bits to do?
movne divisor, divisor, lsr #4
bne LSYM(Loop3)
.if \modulo
LSYM(Lfixup_dividend):
@ Any subtractions that we should not have done will be recorded in
@ the top three bits of OVERDONE. Exactly which were not needed
@ are governed by the position of the bit, stored in IP.
ands overdone, overdone, #0xe0000000
@ If we terminated early, because dividend became zero, then the
@ bit in ip will not be in the bottom nibble, and we should not
@ perform the additions below. We must test for this though
@ (rather relying upon the TSTs to prevent the additions) since
@ the bit in ip could be in the top two bits which might then match
@ with one of the smaller RORs.
tstne ip, #0x7
beq LSYM(Lgot_result)
tst overdone, ip, ror #3
addne dividend, dividend, divisor, lsr #3
tst overdone, ip, ror #2
addne dividend, dividend, divisor, lsr #2
tst overdone, ip, ror #1
addne dividend, dividend, divisor, lsr #1
.endif
LSYM(Lgot_result):
.endm
/* ------------------------------------------------------------------------ */
.macro THUMB_DIV_MOD_BODY modulo
@ Load the constant 0x10000000 into our work register.
mov work, #1
lsl work, #28
LSYM(Loop1):
@ Unless the divisor is very big, shift it up in multiples of
@ four bits, since this is the amount of unwinding in the main
@ division loop. Continue shifting until the divisor is
@ larger than the dividend.
cmp divisor, work
bhs LSYM(Lbignum)
cmp divisor, dividend
bhs LSYM(Lbignum)
lsl divisor, #4
lsl curbit, #4
b LSYM(Loop1)
LSYM(Lbignum):
@ Set work to 0x80000000
lsl work, #3
LSYM(Loop2):
@ For very big divisors, we must shift it a bit at a time, or
@ we will be in danger of overflowing.
cmp divisor, work
bhs LSYM(Loop3)
cmp divisor, dividend
bhs LSYM(Loop3)
lsl divisor, #1
lsl curbit, #1
b LSYM(Loop2)
LSYM(Loop3):
@ Test for possible subtractions ...
.if \modulo
@ ... On the final pass, this may subtract too much from the dividend,
@ so keep track of which subtractions are done, we can fix them up
@ afterwards.
mov overdone, #0
cmp dividend, divisor
blo LSYM(Lover1)
sub dividend, dividend, divisor
LSYM(Lover1):
lsr work, divisor, #1
cmp dividend, work
blo LSYM(Lover2)
sub dividend, dividend, work
mov ip, curbit
mov work, #1
ror curbit, work
orr overdone, curbit
mov curbit, ip
LSYM(Lover2):
lsr work, divisor, #2
cmp dividend, work
blo LSYM(Lover3)
sub dividend, dividend, work
mov ip, curbit
mov work, #2
ror curbit, work
orr overdone, curbit
mov curbit, ip
LSYM(Lover3):
lsr work, divisor, #3
cmp dividend, work
blo LSYM(Lover4)
sub dividend, dividend, work
mov ip, curbit
mov work, #3
ror curbit, work
orr overdone, curbit
mov curbit, ip
LSYM(Lover4):
mov ip, curbit
.else
@ ... and note which bits are done in the result. On the final pass,
@ this may subtract too much from the dividend, but the result will be ok,
@ since the "bit" will have been shifted out at the bottom.
cmp dividend, divisor
blo LSYM(Lover1)
sub dividend, dividend, divisor
orr result, result, curbit
LSYM(Lover1):
lsr work, divisor, #1
cmp dividend, work
blo LSYM(Lover2)
sub dividend, dividend, work
lsr work, curbit, #1
orr result, work
LSYM(Lover2):
lsr work, divisor, #2
cmp dividend, work
blo LSYM(Lover3)
sub dividend, dividend, work
lsr work, curbit, #2
orr result, work
LSYM(Lover3):
lsr work, divisor, #3
cmp dividend, work
blo LSYM(Lover4)
sub dividend, dividend, work
lsr work, curbit, #3
orr result, work
LSYM(Lover4):
.endif
cmp dividend, #0 @ Early termination?
beq LSYM(Lover5)
lsr curbit, #4 @ No, any more bits to do?
beq LSYM(Lover5)
lsr divisor, #4
b LSYM(Loop3)
LSYM(Lover5):
.if \modulo
@ Any subtractions that we should not have done will be recorded in
@ the top three bits of "overdone". Exactly which were not needed
@ are governed by the position of the bit, stored in ip.
mov work, #0xe
lsl work, #28
and overdone, work
beq LSYM(Lgot_result)
@ If we terminated early, because dividend became zero, then the
@ bit in ip will not be in the bottom nibble, and we should not
@ perform the additions below. We must test for this though
@ (rather relying upon the TSTs to prevent the additions) since
@ the bit in ip could be in the top two bits which might then match
@ with one of the smaller RORs.
mov curbit, ip
mov work, #0x7
tst curbit, work
beq LSYM(Lgot_result)
mov curbit, ip
mov work, #3
ror curbit, work
tst overdone, curbit
beq LSYM(Lover6)
lsr work, divisor, #3
add dividend, work
LSYM(Lover6):
mov curbit, ip
mov work, #2
ror curbit, work
tst overdone, curbit
beq LSYM(Lover7)
lsr work, divisor, #2
add dividend, work
LSYM(Lover7):
mov curbit, ip
mov work, #1
ror curbit, work
tst overdone, curbit
beq LSYM(Lgot_result)
lsr work, divisor, #1
add dividend, work
.endif
LSYM(Lgot_result):
.endm
/* ------------------------------------------------------------------------ */
/* Start of the Real Functions */
/* ------------------------------------------------------------------------ */
#ifdef L_udivsi3
FUNC_START udivsi3
#ifdef __thumb__
cmp divisor, #0
beq LSYM(Ldiv0)
mov curbit, #1
mov result, #0
push { work }
cmp dividend, divisor
blo LSYM(Lgot_result)
THUMB_DIV_MOD_BODY 0
mov r0, result
pop { work }
RET
#else /* ARM version. */
cmp divisor, #0
beq LSYM(Ldiv0)
mov curbit, #1
mov result, #0
cmp dividend, divisor
blo LSYM(Lgot_result)
ARM_DIV_MOD_BODY 0
mov r0, result
RET
#endif /* ARM version */
FUNC_END udivsi3
#endif /* L_udivsi3 */
/* ------------------------------------------------------------------------ */
#ifdef L_umodsi3
FUNC_START umodsi3
#ifdef __thumb__
cmp divisor, #0
beq LSYM(Ldiv0)
mov curbit, #1
cmp dividend, divisor
bhs LSYM(Lover10)
RET
LSYM(Lover10):
push { work }
THUMB_DIV_MOD_BODY 1
pop { work }
RET
#else /* ARM version. */
cmp divisor, #0
beq LSYM(Ldiv0)
cmp divisor, #1
cmpne dividend, divisor
moveq dividend, #0
RETc(lo)
mov curbit, #1
ARM_DIV_MOD_BODY 1
RET
#endif /* ARM version. */
FUNC_END umodsi3
#endif /* L_umodsi3 */
/* ------------------------------------------------------------------------ */
#ifdef L_divsi3
FUNC_START divsi3
#ifdef __thumb__
cmp divisor, #0
beq LSYM(Ldiv0)
push { work }
mov work, dividend
eor work, divisor @ Save the sign of the result.
mov ip, work
mov curbit, #1
mov result, #0
cmp divisor, #0
bpl LSYM(Lover10)
neg divisor, divisor @ Loops below use unsigned.
LSYM(Lover10):
cmp dividend, #0
bpl LSYM(Lover11)
neg dividend, dividend
LSYM(Lover11):
cmp dividend, divisor
blo LSYM(Lgot_result)
THUMB_DIV_MOD_BODY 0
mov r0, result
mov work, ip
cmp work, #0
bpl LSYM(Lover12)
neg r0, r0
LSYM(Lover12):
pop { work }
RET
#else /* ARM version. */
eor ip, dividend, divisor @ Save the sign of the result.
mov curbit, #1
mov result, #0
cmp divisor, #0
rsbmi divisor, divisor, #0 @ Loops below use unsigned.
beq LSYM(Ldiv0)
cmp dividend, #0
rsbmi dividend, dividend, #0
cmp dividend, divisor
blo LSYM(Lgot_result)
ARM_DIV_MOD_BODY 0
mov r0, result
cmp ip, #0
rsbmi r0, r0, #0
RET
#endif /* ARM version */
FUNC_END divsi3
#endif /* L_divsi3 */
/* ------------------------------------------------------------------------ */
#ifdef L_modsi3
FUNC_START modsi3
#ifdef __thumb__
mov curbit, #1
cmp divisor, #0
beq LSYM(Ldiv0)
bpl LSYM(Lover10)
neg divisor, divisor @ Loops below use unsigned.
LSYM(Lover10):
push { work }
@ Need to save the sign of the dividend, unfortunately, we need
@ work later on. Must do this after saving the original value of
@ the work register, because we will pop this value off first.
push { dividend }
cmp dividend, #0
bpl LSYM(Lover11)
neg dividend, dividend
LSYM(Lover11):
cmp dividend, divisor
blo LSYM(Lgot_result)
THUMB_DIV_MOD_BODY 1
pop { work }
cmp work, #0
bpl LSYM(Lover12)
neg dividend, dividend
LSYM(Lover12):
pop { work }
RET
#else /* ARM version. */
cmp divisor, #0
rsbmi divisor, divisor, #0 @ Loops below use unsigned.
beq LSYM(Ldiv0)
@ Need to save the sign of the dividend, unfortunately, we need
@ ip later on; this is faster than pushing lr and using that.
str dividend, [sp, #-4]!
cmp dividend, #0 @ Test dividend against zero
rsbmi dividend, dividend, #0 @ If negative make positive
cmp dividend, divisor @ else if zero return zero
blo LSYM(Lgot_result) @ if smaller return dividend
mov curbit, #1
ARM_DIV_MOD_BODY 1
ldr ip, [sp], #4
cmp ip, #0
rsbmi dividend, dividend, #0
RET
#endif /* ARM version */
FUNC_END modsi3
#endif /* L_modsi3 */
/* ------------------------------------------------------------------------ */
#ifdef L_dvmd_tls
FUNC_START div0
RET
SIZE (__div0)
#endif /* L_divmodsi_tools */
/* ------------------------------------------------------------------------ */
#ifdef L_dvmd_lnx
@ GNU/Linux division-by zero handler. Used in place of L_dvmd_tls
/* Constants taken from <asm/unistd.h> and <asm/signal.h> */
#define SIGFPE 8
#define __NR_SYSCALL_BASE 0x900000
#define __NR_getpid (__NR_SYSCALL_BASE+ 20)
#define __NR_kill (__NR_SYSCALL_BASE+ 37)
FUNC_START div0
stmfd sp!, {r1, lr}
swi __NR_getpid
cmn r0, #1000
ldmhsfd sp!, {r1, pc}RETCOND @ not much we can do
mov r1, #SIGFPE
swi __NR_kill
#ifdef __THUMB_INTERWORK__
ldmfd sp!, {r1, lr}
bx lr
#else
ldmfd sp!, {r1, pc}RETCOND
#endif
SIZE (__div0)
#endif /* L_dvmd_lnx */
/* ------------------------------------------------------------------------ */
/* These next two sections are here despite the fact that they contain Thumb
assembler because their presence allows interworked code to be linked even
when the GCC library is this one. */
/* Do not build the interworking functions when the target architecture does
not support Thumb instructions. (This can be a multilib option). */
#if defined L_call_via_rX && (defined __ARM_ARCH_4T__ || defined __ARM_ARCH_5T__ || defined __ARM_ARCH_5TE__)
/* These labels & instructions are used by the Arm/Thumb interworking code.
The address of function to be called is loaded into a register and then
one of these labels is called via a BL instruction. This puts the
return address into the link register with the bottom bit set, and the
code here switches to the correct mode before executing the function. */
.text
.align 0
.force_thumb
.macro call_via register
THUMB_FUNC_START _call_via_\register
bx \register
nop
SIZE (_call_via_\register)
.endm
call_via r0
call_via r1
call_via r2
call_via r3
call_via r4
call_via r5
call_via r6
call_via r7
call_via r8
call_via r9
call_via sl
call_via fp
call_via ip
call_via sp
call_via lr
#endif /* L_call_via_rX */
/* ------------------------------------------------------------------------ */
/* Do not build the interworking functions when the target architecture does
not support Thumb instructions. (This can be a multilib option). */
#if defined L_interwork_call_via_rX && (defined __ARM_ARCH_4T__ || defined __ARM_ARCH_5T__ || defined __ARM_ARCH_5TE__)
/* These labels & instructions are used by the Arm/Thumb interworking code,
when the target address is in an unknown instruction set. The address
of function to be called is loaded into a register and then one of these
labels is called via a BL instruction. This puts the return address
into the link register with the bottom bit set, and the code here
switches to the correct mode before executing the function. Unfortunately
the target code cannot be relied upon to return via a BX instruction, so
instead we have to store the resturn address on the stack and allow the
called function to return here instead. Upon return we recover the real
return address and use a BX to get back to Thumb mode. */
.text
.align 0
.code 32
.globl _arm_return
_arm_return:
ldmia r13!, {r12}
bx r12
.code 16
.macro interwork register
.code 16
THUMB_FUNC_START _interwork_call_via_\register
bx pc
nop
.code 32
.globl .Lchange_\register
.Lchange_\register:
tst \register, #1
stmeqdb r13!, {lr}
adreq lr, _arm_return
bx \register
SIZE (_interwork_call_via_\register)
.endm
interwork r0
interwork r1
interwork r2
interwork r3
interwork r4
interwork r5
interwork r6
interwork r7
interwork r8
interwork r9
interwork sl
interwork fp
interwork ip
interwork sp
/* The LR case has to be handled a little differently... */
.code 16
THUMB_FUNC_START _interwork_call_via_lr
bx pc
nop
.code 32
.globl .Lchange_lr
.Lchange_lr:
tst lr, #1
stmeqdb r13!, {lr}
mov ip, lr
adreq lr, _arm_return
bx ip
SIZE (_interwork_call_via_lr)
#endif /* L_interwork_call_via_rX */
#ifdef L_ieee754_dp
/* These functions are coded in ARM state, even when called from
Thumb. */
.arm
#include "ieee754-df.S"
#endif
#ifdef L_ieee754_sp
/* These functions are coded in ARM state, even when called from
Thumb. */
.arm
#include "ieee754-sf.S"
#endif
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