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261 | ProblemType: Crash
Architecture: i386
CrashCounter: 1
Date: Wed Jul 11 10:35:17 2012
DistroRelease: Ubuntu 12.04
ExecutablePath: /usr/sbin/cpufreqd
ExecutableTimestamp: 1273932337
ProcCmdline: /usr/sbin/cpufreqd -f /etc/cpufreqd.conf
ProcCwd: /
ProcEnviron:
TERM=linux
PATH=(custom, no user)
ProcMaps:
08048000-08052000 r-xp 00000000 08:01 10488566 /usr/sbin/cpufreqd
08052000-08053000 r--p 00009000 08:01 10488566 /usr/sbin/cpufreqd
08053000-08054000 rw-p 0000a000 08:01 10488566 /usr/sbin/cpufreqd
09f24000-09f45000 rw-p 00000000 00:00 0 [heap]
09f45000-09f4d000 rw-p 00000000 00:00 0 [heap]
b6578000-b6579000 ---p 00000000 00:00 0
b6579000-b6d79000 rw-p 00000000 00:00 0
b6d8c000-b6da8000 r-xp 00000000 08:01 4981684 /lib/i386-linux-gnu/libgcc_s.so.1
b6da8000-b6da9000 r--p 0001b000 08:01 4981684 /lib/i386-linux-gnu/libgcc_s.so.1
b6da9000-b6daa000 rw-p 0001c000 08:01 4981684 /lib/i386-linux-gnu/libgcc_s.so.1
b6dbb000-b6dbc000 r-xp 00000000 08:01 10488579 /usr/lib/cpufreqd/cpufreqd_apm.so
b6dbc000-b6dbd000 r--p 00001000 08:01 10488579 /usr/lib/cpufreqd/cpufreqd_apm.so
b6dbd000-b6dbe000 rw-p 00002000 08:01 10488579 /usr/lib/cpufreqd/cpufreqd_apm.so
b6dbe000-b6dc0000 r-xp 00000000 08:01 10488570 /usr/lib/cpufreqd/cpufreqd_cpu.so
b6dc0000-b6dc1000 r--p 00001000 08:01 10488570 /usr/lib/cpufreqd/cpufreqd_cpu.so
b6dc1000-b6dc2000 rw-p 00002000 08:01 10488570 /usr/lib/cpufreqd/cpufreqd_cpu.so
b6dc5000-b6dc6000 ---p 00000000 00:00 0
b6dc6000-b75c6000 rw-p 00000000 00:00 0
b75c6000-b75d0000 r-xp 00000000 08:01 4980805 /lib/libsysfs.so.2.0.1
b75d0000-b75d1000 r--p 00009000 08:01 4980805 /lib/libsysfs.so.2.0.1
b75d1000-b75d2000 rw-p 0000a000 08:01 4980805 /lib/libsysfs.so.2.0.1
b75d2000-b75e9000 r-xp 00000000 08:01 4981743 /lib/i386-linux-gnu/libpthread-2.15.so
b75e9000-b75ea000 r--p 00016000 08:01 4981743 /lib/i386-linux-gnu/libpthread-2.15.so
b75ea000-b75eb000 rw-p 00017000 08:01 4981743 /lib/i386-linux-gnu/libpthread-2.15.so
b75eb000-b75ed000 rw-p 00000000 00:00 0
b75fa000-b75fc000 r-xp 00000000 08:01 10488701 /usr/lib/cpufreqd/cpufreqd_governor_parameters.so
b75fc000-b75fd000 r--p 00002000 08:01 10488701 /usr/lib/cpufreqd/cpufreqd_governor_parameters.so
b75fd000-b75fe000 rw-p 00003000 08:01 10488701 /usr/lib/cpufreqd/cpufreqd_governor_parameters.so
b75fe000-b75ff000 rw-p 00000000 00:00 0
b75ff000-b779e000 r-xp 00000000 08:01 4981663 /lib/i386-linux-gnu/libc-2.15.so
b779e000-b77a0000 r--p 0019f000 08:01 4981663 /lib/i386-linux-gnu/libc-2.15.so
b77a0000-b77a1000 rw-p 001a1000 08:01 4981663 /lib/i386-linux-gnu/libc-2.15.so
b77a1000-b77a5000 rw-p 00000000 00:00 0
b77a5000-b77aa000 r-xp 00000000 08:01 10488554 /usr/lib/libcpufreq.so.0.0.0
b77aa000-b77ab000 r--p 00004000 08:01 10488554 /usr/lib/libcpufreq.so.0.0.0
b77ab000-b77ac000 rw-p 00005000 08:01 10488554 /usr/lib/libcpufreq.so.0.0.0
b77ac000-b77af000 r-xp 00000000 08:01 4981676 /lib/i386-linux-gnu/libdl-2.15.so
b77af000-b77b0000 r--p 00002000 08:01 4981676 /lib/i386-linux-gnu/libdl-2.15.so
b77b0000-b77b1000 rw-p 00003000 08:01 4981676 /lib/i386-linux-gnu/libdl-2.15.so
b77b2000-b77b3000 rw-p 00000000 00:00 0
b77b3000-b77b8000 r-xp 00000000 08:01 10488575 /usr/lib/cpufreqd/cpufreqd_acpi.so
b77b8000-b77b9000 r--p 00004000 08:01 10488575 /usr/lib/cpufreqd/cpufreqd_acpi.so
b77b9000-b77ba000 rw-p 00005000 08:01 10488575 /usr/lib/cpufreqd/cpufreqd_acpi.so
b77ba000-b77bc000 r-xp 00000000 08:01 10488568 /usr/lib/cpufreqd/cpufreqd_programs.so
b77bc000-b77bd000 r--p 00001000 08:01 10488568 /usr/lib/cpufreqd/cpufreqd_programs.so
b77bd000-b77be000 rw-p 00002000 08:01 10488568 /usr/lib/cpufreqd/cpufreqd_programs.so
b77be000-b77c0000 r-xp 00000000 08:01 10488581 /usr/lib/cpufreqd/cpufreqd_pmu.so
b77c0000-b77c1000 r--p 00001000 08:01 10488581 /usr/lib/cpufreqd/cpufreqd_pmu.so
b77c1000-b77c2000 rw-p 00002000 08:01 10488581 /usr/lib/cpufreqd/cpufreqd_pmu.so
b77c2000-b77c4000 rw-p 00000000 00:00 0
b77c4000-b77c5000 r-xp 00000000 00:00 0 [vdso]
b77c5000-b77e5000 r-xp 00000000 08:01 4981643 /lib/i386-linux-gnu/ld-2.15.so
b77e5000-b77e6000 r--p 0001f000 08:01 4981643 /lib/i386-linux-gnu/ld-2.15.so
b77e6000-b77e7000 rw-p 00020000 08:01 4981643 /lib/i386-linux-gnu/ld-2.15.so
bfbe3000-bfc04000 rw-p 00000000 00:00 0 [stack]
ProcStatus:
Name: cpufreqd
State: S (sleeping)
Tgid: 1062
Pid: 1062
PPid: 1
TracerPid: 0
Uid: 0 0 0 0
Gid: 0 0 0 0
FDSize: 32
Groups:
VmPeak: 19320 kB
VmSize: 19012 kB
VmLck: 0 kB
VmPin: 0 kB
VmHWM: 1300 kB
VmRSS: 1224 kB
VmData: 16600 kB
VmStk: 136 kB
VmExe: 40 kB
VmLib: 2120 kB
VmPTE: 24 kB
VmSwap: 0 kB
Threads: 2
SigQ: 1/28865
SigPnd: 0000000000000000
ShdPnd: 0000000000000000
SigBlk: 0000000000000000
SigIgn: 0000000000000000
SigCgt: 0000000180007003
CapInh: 0000000000000000
CapPrm: ffffffffffffffff
CapEff: ffffffffffffffff
CapBnd: ffffffffffffffff
Cpus_allowed: 3
Cpus_allowed_list: 0-1
Mems_allowed: 1
Mems_allowed_list: 0
voluntary_ctxt_switches: 29
nonvoluntary_ctxt_switches: 3
Signal: 6
Uname: Linux 3.2.0-26-generic-pae i686
UserGroups:
CoreDump: base64
H4sICAAAAAAC/0NvcmVEdW1wAA==
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
ApportVersion: 2.0.1-0ubuntu8
Dependencies:
base-passwd 3.5.24
coreutils 8.13-3ubuntu3
debconf 1.5.42ubuntu1
dpkg 1.16.1.2ubuntu7
gcc-4.6-base 4.6.3-1ubuntu5
libacl1 2.2.51-5ubuntu1
libattr1 1:2.4.46-5ubuntu1
libbz2-1.0 1.0.6-1
libc-bin 2.15-0ubuntu10
libc6 2.15-0ubuntu10
libcpufreq0 007-2
libgcc1 1:4.6.3-1ubuntu5
liblzma5 5.1.1alpha+20110809-3
libselinux1 2.1.0-4.1ubuntu1
libsensors4 1:3.3.1-2ubuntu1
libsysfs2 2.1.0+repack-1
libtinfo5 5.9-4
lsb-base 4.0-0ubuntu20
makedev 2.3.1-89ubuntu2
multiarch-support 2.15-0ubuntu10
ncurses-bin 5.9-4
perl-base 5.14.2-6ubuntu2
sed 4.2.1-9
tar 1.26-4ubuntu1
tzdata 2012b-1
xz-utils 5.1.1alpha+20110809-3
zlib1g 1:1.2.3.4.dfsg-3ubuntu4
Disassembly:
=> 0xb77c4424 <__kernel_vsyscall+16>: pop %ebp
0xb77c4425 <__kernel_vsyscall+17>: pop %edx
0xb77c4426 <__kernel_vsyscall+18>: pop %ecx
0xb77c4427 <__kernel_vsyscall+19>: ret
0xb77c4428: add %ch,(%esi)
0xb77c442a: jae 0xb77c4494
0xb77c442c: jae 0xb77c44a2
0xb77c442e: jb 0xb77c44a4
0xb77c4430: popa
0xb77c4431: bound %eax,(%eax)
0xb77c4433: cs
0xb77c4434: push $0x687361
0xb77c4439: cs
0xb77c443a: fs
0xb77c443b: jns 0xb77c44ab
0xb77c443d: jae 0xb77c44b8
InstallationMedia: Ubuntu 12.04 LTS "Precise Pangolin" - Release i386 (20120423)
NonfreeKernelModules: fglrx
Package: cpufreqd 2.4.2-1
PackageArchitecture: i386
ProcVersionSignature: Ubuntu 3.2.0-26.41-generic-pae 3.2.19
Registers:
eax 0x0 0
ecx 0x426 1062
edx 0x6 6
ebx 0x426 1062
esp 0xbfc01944 0xbfc01944
ebp 0xbfc02118 0xbfc02118
esi 0x0 0
edi 0xb779fff4 -1216741388
eip 0xb77c4424 0xb77c4424 <__kernel_vsyscall+16>
eflags 0x202 [ IF ]
cs 0x73 115
ss 0x7b 123
ds 0x7b 123
es 0x7b 123
fs 0x0 0
gs 0x33 51
SourcePackage: cpufreqd
Stacktrace:
#0 0xb77c4424 in __kernel_vsyscall ()
No symbol table info available.
#1 0xb762d1ef in raise () from /lib/i386-linux-gnu/libc.so.6
No symbol table info available.
#2 0xb7630835 in abort () from /lib/i386-linux-gnu/libc.so.6
No symbol table info available.
#3 0xb76682fa in ?? () from /lib/i386-linux-gnu/libc.so.6
No symbol table info available.
#4 0xb7672e42 in ?? () from /lib/i386-linux-gnu/libc.so.6
No symbol table info available.
#5 0xb75c876c in sysfs_read_attribute () from /lib/libsysfs.so.2
No symbol table info available.
#6 0xb77b42a2 in read_value () from /usr/lib/cpufreqd/cpufreqd_acpi.so
No symbol table info available.
#7 0xb77b4322 in read_int () from /usr/lib/cpufreqd/cpufreqd_acpi.so
No symbol table info available.
#8 0xb77b5b57 in acpi_battery_update () from /usr/lib/cpufreqd/cpufreqd_acpi.so
No symbol table info available.
#9 0xb77b4c35 in ?? () from /usr/lib/cpufreqd/cpufreqd_acpi.so
No symbol table info available.
#10 0x0804e1bf in update_plugin_states ()
No symbol table info available.
#11 0x0804ac7c in main ()
No symbol table info available.
StacktraceTop:
raise () from /lib/i386-linux-gnu/libc.so.6
abort () from /lib/i386-linux-gnu/libc.so.6
?? () from /lib/i386-linux-gnu/libc.so.6
?? () from /lib/i386-linux-gnu/libc.so.6
sysfs_read_attribute () from /lib/libsysfs.so.2
Tags: precise
ThreadStacktrace:
.
Thread 2 (Thread 0xb6d78b40 (LWP 1065)):
#0 0xb77c4424 in __kernel_vsyscall ()
No symbol table info available.
#1 0xb76db380 in poll () from /lib/i386-linux-gnu/libc.so.6
No symbol table info available.
#2 0xb77b63a3 in ?? () from /usr/lib/cpufreqd/cpufreqd_acpi.so
No symbol table info available.
#3 0xb75d8d4c in start_thread () from /lib/i386-linux-gnu/libpthread.so.0
No symbol table info available.
#4 0xb76e9ace in clone () from /lib/i386-linux-gnu/libc.so.6
No symbol table info available.
.
Thread 1 (Thread 0xb75fe6c0 (LWP 1062)):
#0 0xb77c4424 in __kernel_vsyscall ()
No symbol table info available.
#1 0xb762d1ef in raise () from /lib/i386-linux-gnu/libc.so.6
No symbol table info available.
#2 0xb7630835 in abort () from /lib/i386-linux-gnu/libc.so.6
No symbol table info available.
#3 0xb76682fa in ?? () from /lib/i386-linux-gnu/libc.so.6
No symbol table info available.
#4 0xb7672e42 in ?? () from /lib/i386-linux-gnu/libc.so.6
No symbol table info available.
#5 0xb75c876c in sysfs_read_attribute () from /lib/libsysfs.so.2
No symbol table info available.
#6 0xb77b42a2 in read_value () from /usr/lib/cpufreqd/cpufreqd_acpi.so
No symbol table info available.
#7 0xb77b4322 in read_int () from /usr/lib/cpufreqd/cpufreqd_acpi.so
No symbol table info available.
#8 0xb77b5b57 in acpi_battery_update () from /usr/lib/cpufreqd/cpufreqd_acpi.so
No symbol table info available.
#9 0xb77b4c35 in ?? () from /usr/lib/cpufreqd/cpufreqd_acpi.so
No symbol table info available.
#10 0x0804e1bf in update_plugin_states ()
No symbol table info available.
#11 0x0804ac7c in main ()
No symbol table info available.
Title: cpufreqd crashed with SIGABRT in raise()
UpgradeStatus: No upgrade log present (probably fresh install)
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2004 – 2017 ubuntuusers.de • Einige Rechte vorbehalten
