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91Ó°ÊÓ

What are the techniques used to improve performance of disks in RAID?

Short Answer

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Techniques used to improve the performance of disks in RAID include data striping (used in RAID 0), disk mirroring (used in RAID 1), and striping with parity (used in RAID 5 and RAID 6). These techniques enhance performance by distributing read/write operations across multiple disks and providing redundancy data to prevent data loss in case of disk failure.

Step by step solution

01

Define RAID

RAID (Redundant Array of Independent Disks) is a storage technology that combines multiple disk drive components into a single logical unit. It aims at data redundancy, performance improvement and protection of data loss.
02

Discuss Data Striping

Data striping is a technique that involves dividing data into blocks and then spreading the data blocks across multiple storage devices in a RAID array. This can significantly enhance performance, particularly for larger files, as multiple disks can read/write data simultaneously. For instance, RAID 0 employs striping.
03

Discuss Disk Mirroring

Disk mirroring is another technique used to improve performance in RAID. It involves duplicating the same data on two or more disks. This redundancy allows for continuous operation even if one disk fails. It also allows for faster read operations as read requests can be distributed among the mirror disks. RAID 1 utilizes the disk mirroring method.
04

Discuss Disk Striping with Parity

Striping with parity is a technique used in some RAID levels (e.g., RAID 5 and RAID 6). Here, the data is striped across multiple disks, and redundancy is achieved via parity information distributed among the disks. This allows for improved read and write speeds and data recovery in case of disk failure.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Data Striping
Data striping is like distributing slices of a pie. In the context of RAID, it involves dividing a file into smaller blocks. These blocks are then spread across multiple disks.
This technique enhances performance dramatically. When large files are requested, multiple disks can read or write data at the same time. This makes it quicker to access and save data. Imagine a library with several people each taking a book at a time rather than one person dealing with them all alone. That's essentially what data striping achieves.
A practical example of data striping is seen in RAID 0. It is excellent for boosting speed but does not offer data redundancy, meaning if one disk fails, the data is lost.
However, it's important to note that despite its lack of redundancy, this method speeds up data operations due to parallel processing by several disks.
Disk Mirroring
Disk mirroring is like having a duplicate copy of important documents stored safely. In a RAID system, this involves copying the same data onto two or more disks.
This method is particularly valuable as it provides data security. If one disk fails, the system can continue to operate using the mirrored disk.
The most common RAID level using disk mirroring is RAID 1. While it doesn't increase write speeds, it does enhance read speeds because read requests can be processed simultaneously by multiple disks. This means data access can be faster for reading tasks.
Disk mirroring is often used in environments where data reliability and quick recovery from hardware failure are critical. This redundancy approach ensures business continuity and data protection during disk failures.
Parity Information
Parity information is a technique used to add an extra layer of security and reliability in RAID systems. It's like a form of data "spell check" that helps recover lost data.
In systems such as RAID 5 and RAID 6, parity information is distributed alongside data across all disks. This means each disk holds not just parts of files but additional parity data.
When a disk fails, the parity information can reconstruct the missing data, allowing the system to recover without losing any information.
Compared to simple data striping, striping with parity strikes a balance between performance and data safety. It retains the speed benefits of striping while adding redundancy.
For larger systems, this method is invaluable due to its combination of speed, capacity, and reliable data protection even in the event of disk malfunctions.

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Most popular questions from this chapter

Discuss the mechanism used to read data from or write data to the disk.

Suppose that a disk unit has the following parameters: seek time \(s=20\) msec; rota tional delay \(r d=10 \mathrm{msec} ;\) block transfer time \(b t t=1 \mathrm{msec} ;\) block size \(B=2400\) bytes; interblock gap size \(G=600\) bytes. An EMPLOYEE file has the following fields: \(\mathrm{SSN}, 9\) bytes; LASTNAME, 20 bytes; fIRSTNAYE, 20 bytes; MIDOLE INIT\(, 1\) byte; BIRTHOATE, 10 bytes; ADDRESS, 35 bytes; PHONE, 12 bytes; SUPERVISORSSN, 9 bytes; DEPARTMENT, 4 bytes; JOBCODE, 4 bytes; deletion marker, 1 byte. The EMPLOYEE file has \(r=30,000\) records, fixed-length format, and unspanned blocking. Write appropriate formulas and cal. culate the following values for the above eMPLoyee file: a. The record size \(R\) (including the deletion marker), the blocking factor \(b f r,\) and the number of disk blocks \(b\) b. Calculate the wasted space in each disk block because of the unspanned orga nization. c. Calculate the transfer rate \(t r\) and the bulk transfer rate brr for this disk unit (see Appendix B for definitions of tr and btr). d. Calculate the average number of block accesses needed to search for an arbitrary record in the file, using linear search. e. Calculate in msec the average time needed to search for an arbitrary record in the file, using linear search, if the file blocks are stored on consecutive disk blocks and double buffering is used. f. Calculate in msec the average time needed to search for an arbitrary record in the file, using linear search, if the file blocks are not stored on consecutive disk blocks. g. Assume that the records are ordered via some key field. Calculate the average number of block accesses and the average time needed to search for an arbitrary record in the file, using binary search.

What are the main goals of the RAID technology? How does it achieve them?

Consider a disk with the following characteristics (these are not parameters of any particular disk unit): block size \(B=512\) bytes; interblock gap size \(G=128\) bytes; number of blocks per track \(=20 ;\) number of tracks per surface \(=400 .\) A disk pack consists of 15 double-sided disks. a. What is the total capacity of a track, and what is its useful capacity (excluding interblock gaps)? b. How many cylinders are there? c. What are the total capacity and the useful capacity of a cylinder? d. What are the total capacity and the useful capacity of a disk pack? e. Suppose that the disk drive rotates the disk pack at a speed of 2400 rpm (revolutions per minute \() ;\) what are the transfer rate \((t r)\) in bytes/msec and the block transfer time \((b t t)\) in msec? What is the average rotational delay \((r d)\) in msec? What is the bulk transfer rate? (See Appendix B.) f. Suppose that the average seek time is 30 msec. How much time does it take (on the average) in msec to locate and transfer a single block, given its block address? g. Calculate the average time it would take to transfer 20 random blocks, and compare this with the time it would take to transfer 20 consecutive blocks using double buffering to save seek time and rotational delay.

What is the difference between static and dynamic files?

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