Striping Methods; Raid Levels; Raid Level Comparison - HP 353803-B22 - StorageWorks Modular Smart Array 1000 SAN Starter Installation Manual

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Striping methods

A storage array combines the capacity of several physical hard drives into one virtual unit called an
array. These arrays are then presented to the operating system as a single disk device. The physical
layout of an array can be one of two configurations:
Vertical striping—Offers ultimate fault tolerance and performance, but at the price of storage
efficiency.
Horizontal striping—Allows for the creation of large arrays and efficient use of storage capacity,
but at the price of I/O performance and less fault tolerance.
In a vertical configuration, an array uses hard drives from separate storage enclosures and different
SCSI buses. In a horizontal configuration, the array uses multiple drives contained within the same
storage enclosure.

RAID levels

In conjunction with the striping method, the assigned RAID level also determines the fault-tolerance,
I/O performance, and storage efficiency of the LUN.
See
Table 4
below for a comparison list of the different RAID levels.
When selecting a RAID level for a LUN, consider the type of data that will be stored on the array.
For example:
For transitional data: you may want to use RAID 0, which provides no fault tolerance, but
provides rapid storage and access of large amounts of data.
For critical data: use a fault-tolerant RAID level such as RAID 1, RAID 1+0, RAID 5, or RAID 6.
Choose the RAID level that offers the desired combination of fault-tolerance, I/O performance,
and storage efficiency.
Depending on the assigned RAID level, one or more drives within a LUN can fail without bringing
the drive sub-system down.
Table 4

RAID level comparison

RAID level
Alternative name
RAID 0
Data striping
RAID 1
Drive mirroring
Data striping plus drive mirroring
RAID 1+0
RAID 5
Data striping, with one set of
distributed parity data
26
Installation procedures—All deployments
I/O
Fault tolerance Storage
performance
Highest
None
High *
Highest *
Medium
Medium
efficiency
Highest
Low
High

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