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[Bug ld/24564] [avr] Link fails for rjmp/rcall to symbols at range bound
From: |
cvs-commit at gcc dot gnu.org |
Subject: |
[Bug ld/24564] [avr] Link fails for rjmp/rcall to symbols at range boundary with pmem-wrap-around |
Date: |
Tue, 21 May 2019 07:08:56 +0000 |
https://sourceware.org/bugzilla/show_bug.cgi?id=24564
--- Comment #1 from cvs-commit at gcc dot gnu.org <cvs-commit at gcc dot
gnu.org> ---
The master branch has been updated by Senthil Kumar Selvaraj
<address@hidden>:
https://sourceware.org/git/gitweb.cgi?p=binutils-gdb.git;h=338ba75534fbfeb64d7009f29a89f25826a1f4d2
commit 338ba75534fbfeb64d7009f29a89f25826a1f4d2
Author: Senthil Kumar Selvaraj <address@hidden>
Date: Thu May 16 17:16:36 2019 +0530
Fix PR 24564 - link fails for some rcalls/rjmps with wraparound
The current code to compute relative distance in the wrap around case does
not
handle the edge case of the target (after adjusting for implicit PC
increment)
being exactly half of the wrap around distance. This patch fixes that and
adds a
testcase.
The range for a forward relative jump call is 4096 bytes ((2 * 2047) + (2
bytes
for the implicit PC increment)). If the target of the jump is at a distance
of
4098 bytes, it is out of range for a forward jump - however, a backward
jump can
still reach that address if pmem-wrap-around is 8192.
Assume address 0 has rjmp to address 4098. With a wrap around of 8192 and
*without* adjusting for the implicit PC increment of 2 bytes, rjmp .-4096
will
jump to address 4096 (wrap around at 8192 and decreasing addresses from
then
on). Adjusting 2 bytes for the implicit PC increment, the actual target is
4098.
avr_relative_distance_considering_wrap_around though, does the wrap around
only
if the passed in distance is less than half of the wrap around distance. In
this
case, it is exactly equal to half (original distance 4098, adjusted
distance of
4096 and wraparound of 8192), and the bypassed wrap around causes the reloc
overflow error.
Fix by wrapping around even if adjusted distance is equal to half of wrap
around
distance.
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