1980
DOI: 10.1147/rd.241.0032
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Error Recovery Scheme for the IBM 3850 Mass Storage System

Abstract: The IBM 3850 Mass Storage System (MSS) stores digital data on flexible magnetic tape media; however, it is different in many respects from the conventional midtitrack tape machines. In particular, the use of a single-element rotary readwrite head imposes new demands in the areas of data encoding and error recovery. This paper presents a comprehensive scheme for error recovery for the 3850 MSS which features a new error-correction code in a serial, single-stripe data format. The recovery procedure is designed a… Show more

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Cited by 15 publications
(3 citation statements)
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References 9 publications
(10 reference statements)
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“…Hsiao and Tou's paper [100] is an excellent tutorial exposition to the relevance of error correcting codes in computer system design. Additional information on specific applications of error control codes in storage systems arc available in [101,102]. Here we cite one example of a modified cyclic code, used for error correction in IBM 800 bpi magnetic tape [103].…”
Section: Magnetic Storage Systemsmentioning
confidence: 99%
“…Hsiao and Tou's paper [100] is an excellent tutorial exposition to the relevance of error correcting codes in computer system design. Additional information on specific applications of error control codes in storage systems arc available in [101,102]. Here we cite one example of a modified cyclic code, used for error correction in IBM 800 bpi magnetic tape [103].…”
Section: Magnetic Storage Systemsmentioning
confidence: 99%
“…The cartridge concept provides a diflferent data format from the conventional parallel-track system, thus abandoning the track correction scheme. Instead, it uses an interleaved subfleld code to correct a single burst of 128-bit-long or nonoverlapped 8-bit burst in 16 different sections [48]. The ZM code not only has a self-clocking feature and 100% recording efficiency, but also provides a powerful pointer to pick up extra error-detection capability in addition to what ECC provides.…”
Section: Ras Progress In Magnetic Storage Devicesmentioning
confidence: 99%
“…A relatively greater number of soft errors, including multiple burst errors, will need on-the-fly correction. Reed-Solomon [1] or BCH [2,3] codes in Galois field GF(l'') can be used [4] for correction of burst errors by interleaving codewords. In these codes, each symbol is represented by a binary byte, and an error is a byte error.…”
Section: Introductionmentioning
confidence: 99%