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Journal Dynamics of Complex Systems - XXI century №3 for 2015 г.
Article in number:
Study of algorithms for dynamic correction of control in robotic waterjet cutting technology drives based on the principle of nested loops
Keywords: hydrocutting nested loops cutting path invariance adaptation unit Newton interpolation polynomial least squares method
Authors:
A.A. Kobzev - Dr. Sc. (Eng.), Professor, Head of Department «Mechatronics and Electronic Systems of Vehicle», Vladimir State University named after A.&N. Stoletovs. E-mail: kobzev42@mail.ru N.A. Novikova - Ph. D. (Eng.), Associate Professor, Department «Mechatronics and Electronic Systems of Vehicle», Vladimir State University named after A.&N. Stoletovs. E-mail: natalia5104@mail.ru A.V. Lekareva - Post-graduate Student, Department «Mechatronics and Electronic Systems of Vehicle», Vladimir State University named after A.&N. Stoletovs. E-mail: tasya671@rambler.ru
Abstract:
In aggressive environments robotisation demands registration of technological process. This prosess is restricted from outer environment and from object. One of these processes is hydraulic hydrocutting of technological holes of different shapes in oil pipes or storage tanks for further cleaning, controlling and mounting processes. There are few variants for finding coordinates of the cutting surface. One of them is test try of cutting head with the distance sensors on it. The second oprion is test or working state/movement using predictions algorithms. As it is in both methods we need correction of control program on a tactical function level. Adaptive correction algorithms of programmed movement can be used here, based or invariant theory. Using self-adjustment method you can reach fourth invariant form. In this article used method of between coordinate correction. This method based on multi coordinated SAC shown as inner profile of the system. Additional autonomous control is developed in function of non-calculated force of «previous» coordinate. Inserting of adaptation profile will dramatically increase accuracy of the movement on the trajectory. According to analysis of the results we can see that there`s a need in adaptation module with variable ratio. Obviously next question for studying is algorithm that runs adaptation block. Your method and functions allows you to reach different results using different accuracy of data, speed of calculation and type of memory.
Pages: 14-20
References

 

  1. Arkhipov A.N., Kobzev A.A., Lekareva A.V., Makhfuz A.A., Petukhov E.N. Analiz robotizacii processa gidrorezanija nefteprovodov // Sovremennye problemy nauki i obrazovanija: ehlektronnyjj nauchnyjj zhurnal. 2014. № 6. URL: http://www.science-education.ru/120-15697 (data obrashhenija: 03.12.14).
  2. Ignatev M.B. Ob invariantnosti golonomnykh avtomaticheskikh sistem // Teorija invariantnosti i ee primenenie v sistemakh avtomaticheskogo upravlenija. M.: Nauka. 1964.
  3. Kobzev A.A. Adaptacija upravljajushhego vozdejjstvija v privodakh sborochnogo robota // Izvestija VUZov. EHlektromekhanika. 1991. № 12. S. 73−79.
  4. Kobzev A.A., Novikova N.A., Lekareva A.V., Makhfuz A.A. Issledovanie algoritmov dinamicheskojj korrekcii dvizhenija v robototekhnicheskikh sistemakh // Sovremennye problemy nauki i obrazovanija. 2014. № 3. URL: www.science-education.ru/117-13573 (data obrashhenija: 18.06.2014).
  5. Kobzev A.A., Novikova N.A., Lekareva A.V., Makhfuz A.A. Analiz algoritmov korrekcii programmnojj traektorii v ustrojjstve formirovanija upravljajushhego vozdejjstvija dlja privodov robototekhnicheskikh sistem // Sovremennye problemy nauki i obrazovanija. 2014. № 6. URL: http://www.science-education.ru/120-15702 (data obrashhenija: 03.12.2014).
  6. Kobzev A.A. Dinamicheskaja korrekcija programmnogo dvizhenija v sistemakh CHPU // Proektirovanie i tekhnologii ehlektronnykh sredstv. 2002. № 1. S. 21−24.
  7. Novoselov B.V., Kobzev A.A., Nemontov V.A., Bessonov A.A. Upravlenie mnogokoordinatnymi privodami inercionnykh obektov na osnove principa vlozhennykh konturov // Oboronnaja tekhnika. 2006. № 8. S. 17−20.
  8. Novoselov B.V., Kobzev A.A., Mishulin JU.E., Batazov V.N. Sistema avtomaticheskogo upravlenija obektov vooruzhenija s prognoziruemojj modelju // Oboronnaja tekhnika. 2006. № 8. S. 29−32.
  9. Kobzev A.A., Mishulin JU.E., Novikova N.A., Lekareva A.V. Vybor prognozirujushhikh funkcijj v zadachakh navigacii i upravlenija // Oboronnaja tekhnika. 2014. № 6 S. 189−192.
  10. KHanova A.A., Makarova I.G. Laboratornyjj praktikum po matematicheskomu modelirovaniju i metodam v raschetakh na EHVM // Astrakhan: Izd‑vo AGTU. 1998. 93 s.