Optimal measurement of dynamically distorted signals
Автор: Shestakov A.L., Sviridyuk G.A.
Рубрика: Математическое моделирование
Статья в выпуске: 17 (234), 2011 года.
Бесплатный доступ
There has been suggested new approach to measure a signal distorted as by inertial measurement transducer, as by its resonances.
Optimal measurement, dynamically distorted signals, resonances, optimal control, leontief type system
Короткий адрес: https://sciup.org/147159090
IDR: 147159090
Список литературы Optimal measurement of dynamically distorted signals
- Granovskii, VA. Dynamic Measurements/V.A. Granovskii. -Leningrad: Energoizdat, 1984. (in Russian)
- Shestakov, A.L. Dynamic accuracy of measurement transduser with a sensor-model based compensating divice/A.L. Shestakov//Metrology. -1987. -№ 2. -C. 26 -34. (in Russian)
- Derusso, RM. State Variables for Engineers/P.M. Derusso, R.J. Roy, CM. Close. -N.-Y.; London; Sydney: Wiley, 1965.
- Shestakov, A.L. Dynamic error correction method/A.L. Shestakov//IEEE Transactions on Instrumentation and Measurement. -1996. -V. 45, №1. -P. 250 -255.
- Shestakov, A.L. A new approach to measurement of dinamically distorted signal/A.L. Shestakov, G.A. Sviridyuk//Vestn. SUSU, seriya «Mathematicheskoe modelirovanie i programmirovanie». -2010. -№16 (192), vyp. 5. -P. 116 -120. (in Russian)
- Keller, A.V. The regularization property and the computational solution of the dynanic measure problem/A.V. Keller, E.I. Nazarova//Vestn. SUSU, seriya «Mathematicheskoe modelirovanie i programmirovanie>. -2010. -№16 (192), vyp. 5. -P. 32 -38. (in Russian)
- Bizyaev, M.N. Dynamic models and algorithms for restoring the dynamically destorted signals in measuring systems using in sliding modese [Text]: Ph.D. Thesis: 05.13.01/M.N. Bizyaev. -Chelyabinsk, 2004.-179 с (in Russian)
- Iosifov, D.Y. Dynamic models and signal restoration algorithms for measurements systems with observable state vector: Ph.D. Thesis: 05.13.01/D.Y. Iosifov. -Chelyabinsk, 2007. (in Russian)
- Shestakov, A.L. Dynamical measurement as an optimal control problem/A.L. Shestakov, G.A. Sviridyuk, E.V. Zaharova//Obozrenie prikladnoy i promishlennoy matematiki. -2009. -T. 16, vyp. 4. -С 732 -733. (in Russian)
- Sviridyuk, G.A. Numerical solutions of systems of equations of Leontieff type/G.A. Sviridyuk, S.V. Brychev//Rus. Math. -2003. -V. 47, №8. -P.44 -50.(in Russian)
- Sviridyuk, G.A. Linear Sobolev Type Equations and Degenerate Semi-groups of Operators/G.A. Sviridyuk, V.E. Fedorov. -Utrecht; Boston; Koln; Tokyo: VSP, 2003.
- Sviridyuk, G.A. The Showalter-Sidorov problem as a phenomenon of the Sobolev type equations/G.A. Sviridyuk, S.A. Zagrebina//Izvestia ISU. seriya «Mathematics>. -Irkutsk, 2010. -T. 3, № 1. -С 104 -125. (in Russian)
- Zamyshlyaeva, A.A. The initial-finish value problem for the Boussinesque-Love equation defined on graph/A.A. Zamyshlyaeva, A.V. Yuzeeva//Vestn. SUSU, seriya . -2010. -№16 (192), vyp. 5. -P. 23-31. (in Russian)
- Manakova, N.A. Optimal control to solutions of the Showalter-Sidorov problem for a Sobolev type equation/N.A. ManaKOva, E.A. Bogonos//Izvestia ISU. seriya «Mathematics». -Irkutsk, 2010. -T. 3,№ 1. -С 42 -53. (in Russian)
- Zagrebina, S.A. About Showalter-Sidorov problem/S.A. Zagrebina//Izvestia VUZ. Mathematics. -2007.-№ 3.-C. 22 -28. (in Russian)
- Fedorov, V.E. Optimal control problem for one class of degenerate equations/V.E. Fedorov, M.V. Plehanova//Izvestia RAN. Theory and systems of control. -2004. -T. 9, № 2. -C. 92 -102. (in Russian)
- Keller, A.V. A numerical solving optimal control problem for degenerate linear systems of ordinary differential equations type system with Showalter-Sidorov initial condition/A.V. Keller//Vestn. SUSU, seriya «Mathematicheskoe modelirovanie i programmirovanie>. -2010. -№27 (127). vyp. 2. -P. 50 -56. (in Russian)
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