RAID 0 DATA RECOVERY
|
A striped set (minimum 2 disks) without parity. Provides
improved performance and additional storage but "no fault tolerance".
Any disk failure destroys the array, which becomes more likely with more disks
in the array. A single disk failure destroys the entire array because when data
is written to a RAID 0 drive, the data is broken into fragments. The number
of fragments is dictated by the number of disks in the drive.
The fragments
are written to their respective disks simultaneously on the same sector. This
allows smaller sections of the entire chunk of data to be read off the drive
in parallel, giving this type of arrangement huge bandwidth. When one sector
on one of the disks fails, however, the corresponding sector on every other
disk is rendered useless because part of the data is now corrupted. RAID 0 does
not implement error checking so any error is unrecoverable (not at RAID Recovery Labs!). More disks in the
array means higher bandwidth, but greater risk of data loss.
|
Our labs run 24/7
with no emergency fees.
|
RAID TYPE
|
EVALUATION FEE
|
PRICE RANGE
|
|
RAID 0
|
Based on capacity
|
Quoted
|
|
At RAID Recovery Labs our
mass storage engineers have extensive experience with RAID 0 data recovery.
RAID 0 has always been called the unrecoverable array type. RAID Recovery
Labs has developed custom tools and techniques to successfully perform
RAID 0 data recovery. We have recovered everything from 2 disk RAID
0 stripes to multi-terabyte 24 disk RAID 0 arrays.
|
|
If you've been to another recovery
company and they have failed your job, call us, we repeatedly recover
where others fail.
|
|
TESTIMONIAL

My RAID 0 hard drives failed the day before Presidents Day weekend. Unfortunately, my external backup service had made only partial backups for the past three months. Disaster. I shipped RAID Recovery Labs my hard drives on Friday afternoon. They called Saturday morning to tell me they had received it, and by Sunday morning they'd recovered everything. These guys run an amazing business.
I hope you never need their service, but if you do, this is who you want to work with.
Jon Levin
Department of Economics
Stanford University
|