Job-Mix Modeling and System Analysis of an Aerospace Multiprocessor
An aerospace guidance computer organization, consisting of multiple processors and memory units attached to a central time-multiplexed data bus, is described. A job mix for this type of computer is obtained by analysis of Apollo mission programs. Multiprocessor performance is then analyzed using: 1)...
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| Veröffentlicht in: | IEEE transactions on computers Jg. C-21; H. 5; S. 446 - 454 |
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| Format: | Journal Article |
| Sprache: | Englisch |
| Veröffentlicht: |
IEEE
01.05.1972
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| ISSN: | 0018-9340, 1557-9956 |
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| Abstract | An aerospace guidance computer organization, consisting of multiple processors and memory units attached to a central time-multiplexed data bus, is described. A job mix for this type of computer is obtained by analysis of Apollo mission programs. Multiprocessor performance is then analyzed using: 1) queuing theory, under certain "limiting case" assumptions; 2) Markov process methods; and 3) system simulation. Results of the analyses indicate: 1) Markov process analysis is a useful and efficient predictor of simulation results; 2) efficient job execution is not seriously impaired even when the system is so overloaded that new jobs are inordinately delayed in starting; 3) job scheduling is significant in determining system performance; and 4) a system having many slow processors may or may not perform better than a system of equal power having few fast processors, but will not perform significantly worse. |
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| AbstractList | An aerospace guidance computer organization, consisting of multiple processors and memory units attached to a central time-multiplexed data bus, is described. A job mix for this type of computer is obtained by analysis of Apollo mission programs. Multiprocessor performance is then analyzed using: 1) queuing theory, under certain "limiting case" assumptions; 2) Markov process methods; and 3) system simulation. Results of the analyses indicate: 1) Markov process analysis is a useful and efficient predictor of simulation results; 2) efficient job execution is not seriously impaired even when the system is so overloaded that new jobs are inordinately delayed in starting; 3) job scheduling is significant in determining system performance; and 4) a system having many slow processors may or may not perform better than a system of equal power having few fast processors, but will not perform significantly worse. |
| Author | Mallach, E.G. |
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| StartPage | 446 |
| SubjectTerms | Aerospace applications Computational modeling computer system simulation Computers guidance computers Instruments Load modeling Markov processes Memory management multiprocessors Organizations Program processors queuing theory Space vehicles Switches System performance |
| Title | Job-Mix Modeling and System Analysis of an Aerospace Multiprocessor |
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