Am 05.10.20 um 16:38 schrieb k...@aspodata.se: > And theese on the aac, since they have the same scsi host, and I guess > that scsi ch.0 is for the configured drives and ch.1 for the raw drives: >> [1:0:1:0] disk ICP SAS2 V1.0 /dev/sda >> [1:0:2:0] disk ICP Device 2 V1.0 /dev/sdb >> [1:0:3:0] disk ICP Device 3 V1.0 /dev/sdc >> [1:0:4:0] disk ICP Device 4 V1.0 /dev/sdd >> [1:0:5:0] disk ICP Device 5 V1.0 /dev/sde >> [1:0:6:0] disk ICP Device 6 V1.0 /dev/sdf >> [1:0:7:0] disk ICP Device 7 V1.0 /dev/sdg >> [1:0:8:0] disk ICP Device 8 V1.0 /dev/sdh >> [1:0:9:0] disk ICP Device 9 V1.0 /dev/sdi >> [1:1:0:0] disk TOSHIBA MG04SCA20EE 0104
Thanks for your analysis and pointers! > Perhaps theese links will help: > > https://www.cyberciti.biz/faq/linux-checking-sas-sata-disks-behind-adaptec-raid-controllers/ > http://updates.aslab.com/doc/disk-controller/aacraid_guide.pdf > https://hwraid.le-vert.net/wiki/Adaptec Somehow. I get smartctl output for that disk: # smartctl -d scsi --all /dev/sg11 smartctl 7.0 2018-12-30 r4883 [x86_64-linux-4.14.83-gentoo-smp] (local build) Copyright (C) 2002-18, Bruce Allen, Christian Franke, www.smartmontools.org === START OF INFORMATION SECTION === Vendor: TOSHIBA Product: MG04SCA20EE Revision: 0104 Compliance: SPC-4 User Capacity: 2.000.398.934.016 bytes [2,00 TB] Logical block size: 512 bytes Physical block size: 4096 bytes Rotation Rate: 7200 rpm Form Factor: 3.5 inches Logical Unit id: 0x5000039a08327485 Serial number: 30A0A00UFX2B Device type: disk Transport protocol: SAS (SPL-3) Local Time is: Mon Oct 5 18:54:44 2020 CEST SMART support is: Available - device has SMART capability. SMART support is: Disabled Temperature Warning: Disabled or Not Supported But no luck with any version of arcconf so far. Unpacked several zips, tried 2 releases, 32 and 64 bits .. all crash. > Just a poke in the dark, does ldd report all libs found, as in: > $ ldd /bin/ls > linux-vdso.so.1 (0x00007ffcbab4c000) > libc.so.6 => /lib64/libc.so.6 (0x00007fece3ad5000) > /lib64/ld-linux-x86-64.so.2 (0x00007fece3d1c000) > $ Yeah, that works.
