Carousel memory

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Short description: Early type of computer external data storage
File:Facit 1285 - Museum of Technology in Warsaw - Poland.jpg
Carousel memory Facit ECM 64 from Facit (2010)
Carousel memory for SMIL, now at the "Teknikens och sjöfartens hus" in Malmö, Sweden (2013)

Carousel memory is a type of secondary storage for computers, which was created by Swedish computer engineers Erik Stemme (sv) and Gunnar Stenudd.[1] It was first shown at an exhibition in Paris in 1958.[2]

Description

The FACIT ECM 64, manufactured by Swedish company Facit AB, is a prototype of carousel memory. To avoid having a single, long magnetic tape, it instead has 64 small rolls of 9 meters each, with 1.6-cm wide tape on each roll, divided into eight channels per roll.[3]: 3  The tape speed is 5 m/s.[3]: 6  To read a particular roll, the carousel rotates so the desired roll ends up at the bottom. A counterweight sits at the free end of the tape, and facilitates the roll in moving out and down into a mechanism with a read-and-write head. The tape is then rewound. The average seek time is 2 seconds[3]: 11  and the storage space is 2560 kilobytes.[4] The control system is operated by transistors. Both the carousel and individual spools are replaceable.[1]

The magnetic tape is a 5/8-inch (1.6 cm) wide and 0.05 mm thick Mylar 3M Co type 188.[3]: 11 The storage density is specified to 8 bits/mm,[3]: 4  and the access head is capable of simultaneous read/write operations.[3]: 3  The power requirement is three-phase 380 volts 50 Hz with 300 W when in standby and 750 W when active. Signaling for data uses eight parallel -20 V to 0 V 5 μs pulses.[3]: 13 

Peak transfer speed is 182,044 bits/s,[3][4] using eight parallel lines[3]: 13  and thus 22,756 bits/s per line.

The first delivery of the Facit EDB 3 computer was in 1958 (to ASEA in Västerås) used the carousel memory Facit ECM 64.[5]

See also

References

Further reading

  • Karlqvist, Olle (March 1962), "Applications to the magnetic tape storage unit, facit ECM64 (the Carousel Memory)", BIT Numerical Mathematics 2 (1): 16–20, doi:10.1007/BF02024778