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IBM_RB_LNXBasic_CleanDisk.json
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{
"name": "Clean up a Linux filesystem",
"description": "Procedure that describes how to cleanup a filesystem of a Linux Server",
"steps": [
{
"number": 1,
"description": "\n<p dir=\"ltr\">Login to <span class=\"span-grp rba-param\" contenteditable=\"false\">HOSTNAME</span> using a terminal emulator<br>\n </p>\n\n"
},
{
"number": 2,
"description": "\n<p dir=\"ltr\">Check the remaining space on the filesystem.<br>\n<br>\nRun the following command:<br>\n<br>\n<span class=\"span-grp rba-command\"><span style=\"font-family: 'Courier New';\">df -k</span></span><br>\n<br>\nif the results returned looks like this:<br>\n<br>\n<span style=\"font-family: 'Courier New';\">Filesystem 1K-blocks Used Available Use% Mounted on<br>\n/dev/mapper/system-root 15320532 10744612 3797680 74% /<br>\n<span style=\"color: rgb(227, 62, 47);\">/dev/mapper/appvg-apps 61923324 </span></span><span style=\"color: rgb(227, 62, 47);\"><span style=\"font-family: 'Courier New';\">61923324</span><span style=\"font-family: 'Courier New';\"> </span> <span style=\"font-family: 'Courier New';\">61923324</span></span> <span style=\"font-family: 'Courier New';\"><span style=\"color: rgb(1, 1, 1);\"><span style=\"color: rgb(2, 2, 2);\"><span style=\"color: rgb(68, 68, 68);\"><span style=\"color: rgb(125, 126, 126);\"><span style=\"color: rgb(160, 160, 160);\"><span style=\"color: rgb(196, 196, 196);\"><span style=\"color: rgb(227, 62, 47);\">100% <span class=\"span-grp rba-param\">FILESYSTEM</span></span></span></span></span></span></span></span><br>\n/dev/sda1 154691 37620 109084 26% /boot</span><br>\n<br>\nthe <span style=\"font-family: 'Courier New';\"><span style=\"color: rgb(1, 1, 1);\"><span style=\"color: rgb(2, 2, 2);\"><span style=\"color: rgb(68, 68, 68);\"><span style=\"color: rgb(125, 126, 126);\"><span style=\"color: rgb(160, 160, 160);\"><span style=\"color: rgb(196, 196, 196);\"><span style=\"color: rgb(227, 62, 47);\"><span class=\"span-grp rba-param\">FILESYSTEM</span></span></span></span></span></span></span></span></span> file system has no space left.</p>\n\n"
},
{
"number": 3,
"description": "\n<p dir=\"ltr\">Delete “safe” files from the file system.<br>\n<br>\nRun the following commands to remove “safe” files:</p>\n\n<p dir=\"ltr\"><span class=\"span-grp rba-command\"><font face=\"Courier New\">export FILESYSTEM=</font><span style=\"font-family: 'Courier New';\"><span style=\"color: rgb(1, 1, 1);\"><span style=\"color: rgb(2, 2, 2);\"><span style=\"color: rgb(68, 68, 68);\"><span style=\"color: rgb(125, 126, 126);\"><span style=\"color: rgb(160, 160, 160);\"><span style=\"color: rgb(196, 196, 196);\"><span style=\"color: rgb(227, 62, 47);\"><span class=\"span-grp rba-param\">FILESYSTEM</span></span></span></span></span></span></span></span></span></span><br>\n<font face=\"Courier New\"><span class=\"span-grp rba-command\">find $FILESYSTEM -depth -type f -name \"*.tmp” -delete</span></font><br>\n<span class=\"span-grp rba-command\"><font face=\"Courier New\">find </font><font face=\"Courier New\">$FILESYSTEM</font> </span><font face=\"Courier New\"><span class=\"span-grp rba-command\">-depth -type f -name \"*.dmp” -delete</span><br>\n<span class=\"span-grp rba-command\">find</span></font><span class=\"span-grp rba-command\"><font face=\"Courier New\">$FILESYSTEM</font> <font face=\"Courier New\">-depth -type f -name “*.log” -mtime +30 -delete</font></span></p>\n\n<p dir=\"ltr\"><br>\nRun the following commands to empty the trash should it exist for /opt ($FILESYSTEM)<br>\n<br>\n<span class=\"span-grp rba-command\"><span style=\"font-family: 'Courier New';\">cd</span> <font face=\"Courier New\">$FILESYSTEM</font></span></p>\n\n<p dir=\"ltr\"><span class=\"span-grp rba-command\"><span style=\"font-family: 'Courier New';\">ls -al</span></span><br>\n<br>\nIdentify the .Trash* directory and delete all files by running the following commands. Note - do not do this if the .Trash* directory does not exist!<br>\n<span style=\"font-family: 'Courier New';\"><span class=\"span-grp rba-command\">cd .Trash*</span><br>\n<span class=\"span-grp rba-command\">find . -type f -delete</span></span></p>\n\n"
},
{
"number": 4,
"description": "\n<p dir=\"ltr\">Empty or purge temporary file system and/or directory<br>\n<br>\nRun the following commands:<br>\n<br>\n<span style=\"font-family: 'Courier New';\"><span class=\"span-grp rba-command\">rm -rf /tmp/*</span><br>\n<span class=\"span-grp rba-command\">rm -rf /temp/*</span></span><br>\n </p>\n\n"
},
{
"number": 5,
"description": "\n<p dir=\"ltr\">Check if the problem still exists. Run the following command.<br>\n<br>\n<span style=\"font-family: 'Courier New';\"><span class=\"span-grp rba-command\">df -k</span></span><br>\n<br>\nif the results returned looks like this:<br>\n<br>\n<span style=\"font-family: 'Courier New';\">Filesystem 1K-blocks Used Available Use% Mounted on<br>\n/dev/mapper/system-root 15320532 10744612 3797680 74% /<br>\n<span style=\"color: rgb(35, 204, 13);\">/dev/mapper/appvg-apps 61923324 49329396 9448408 84% </span><span class=\"span-grp rba-param\" contenteditable=\"false\">FILESYSTEM</span><br>\n/dev/sda1 154691 37620 109084 26% /boot</span><br>\n<br>\nspace on the <span class=\"span-grp rba-param\" contenteditable=\"false\">FILESYSTEM</span> file system has been recovered and you can end this runbook. If no or minimal change follow the instructions in the next step.<br>\n </p>\n\n"
},
{
"number": 6,
"description": "\n<p dir=\"ltr\">Gather information about the top 10 space consuming directories<br>\n<br>\nRun the following command to establish the top 10 space consuming directories. Results returned in Megabytes(MB)<br>\n<br>\n<span class=\"span-grp rba-command\"><span style=\"font-family: 'Courier New';\">du -hsm </span><span style=\"font-family: 'Courier New';\"><span class=\"span-grp rba-param\" contenteditable=\"false\">FILESYSTEM</span>/* | sort -nr | head -n 10</span></span><br>\n<br>\nThe output could look similar to below identifying important information for the next level support analyst.<br>\n<img alt=\"\" src=\"data:image/png;base64,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\"></p>\n\n"
},
{
"number": 7,
"description": "\n<p dir=\"ltr\">Escalate the issue to the next support level<br>\n<br>\nAttach the information gathered in the previous step to the escalation process and compete the runbook. Further analysis will be required to resolve the issue or the file system being investigated needs to be extended accordingly.</p>\n"
}
],
"parameters": [
{
"name": "HOSTNAME"
},
{
"name": "FILESYSTEM"
}
],
"tags": [
"clean",
"full",
"LINUX",
"filesystem"
]
}