350 rub
Journal Science Intensive Technologies №4 for 2016 г.
Article in number:
The methodical approach to construction of mathematical models of cable networks for complex technical objects
Keywords: cable network functional control complex technical objects the adjacency matrix of cable assemblies mathematical method of automatically forming matrices
Authors:
A.V. Shabashov - Leading Engineer, JSC «CDB ME «Rubin» (Saint Petersburg) N.V. Martynov - Leading Specialist, All-Russia Research Institute of Automatics (Moscow) A.N. Rybakov - Leading Engineer, All-Russia Research Institute of Automatics (Moscow) E.V. Egorova - Ph. D. (Eng.), Associate Professor, Department of Telecommunication Systems, Moscow State University of Information Technologies, Radio Engineering and Electronics (MIREA). E-mail: calipso575@gmail.com
Abstract:
Based on graph theory, a mathematical model of individual cable assemblies in the form of co-occurrence matrices. Proposition HN algo-rithms for automated preparation of a mathematical model of a cable network on the basis of mathematical models of individual-cable assemblies. The application proposed a methodical approach to building a mathematical model of the COP complexity-tion of technical facilities provides: the use of the minimum required set of input data to generate a mathematical model, fully-defined set of design documentation, automatically in the structure of mathematical models combined cable assemblies with a view to further developments in con algorithms -trolyu all parameters required by the COP (insulation resistance, continuity, circuit disconnection, etc.).
Pages: 14-19
References

 

  1. Abrakhams Dzh. Analiz ehlektricheskikh cepejj metodom grafov. M.: Mir. 1967.
  2. Sigorskijj V.P. Matricy i grafy v ehlektronike. M.: EHnergija. 1968.
  3. KHicenko V.P., SHaposhnikova T.A. Praktikum na EHVM. Algoritmy: Ucheb. posobie. Novosibirsk: NGTU. 2004.
  4. SHrejjder JU.A. Ravenstvo, skhodstvo, porjadok. M.: Nauka. 1971.
  5. Grishkevich A.A. Kombinatornye metody issledovanija ehkstremalnykh struktur matematicheskikh modelejj ehlektricheskikh cepejj i struktur. CHeljabinsk: JUUrGU. 2004.
  6. Novikov F.A. Diskretnaja matematika. Uchebnik dlja vuzov. Izd. 2-e. Standart tretego pokolenija. SPb: Piter. 2014.
  7. JAgofarov V.G. Teorija i postroenie algoritmov. Uchebno-metodich. posobie. Taganrog: Tipografija Kuchma JU.D. 2004.