check_centreon_snmp_remote_storage大硬盘返回负数修复方法
参考http://forge.centreon.com/issues/1223编辑check_centreon_snmp_remote_storage的perl文件。
查找
$tot = $Size * $AllocationUnits;
在这行的上面添加
if ($Size < 0){$Size += 2**32;}
查找
$used = $Used * $AllocationUnits;
在这行的上面添加
if ($Used < 0){$Used += 2**32;}
如图
http://www.cnblogs.com/smartdog/archive/2012/07/11/data:image/png;base64,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