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                        дарсонваль 
                        строительство домов в Иркутске
                       
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                      Доклады / reports
                     
 
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Frequency spectrum of the lateral field excited convex piezoelectric resonator of thickness-shear vibrations 
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                        | S. S. Nedorezov, O. Yu. Shmaliy, Yu. S. Shmaliy, FREQUENCY SPECTRUM OF THE LATERAL FIELD EXCITED CONVEX PIEZOELECTRIC RESONATOR OF THICKNESS-SHEAR VIBRATIONS, Proc. Of 16th European Frequency and Time Forum, St. Petersburg, Russia, pp. 90-93, 2002. | 
                       
                      
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Analysis of frequency spectrum of the convex piezoelectric resonator of thickness-shear vibrations 
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                        | S. Nedorezov, O. Shmaliy, Yu. Shmaliy, K. Weiss, O. Tarasuk, AN ANALYSIS OF FREQUENCY SPECTRUM OF THE CONVEX PIEZOELECTRIC RESONATOR OF THICKNESS-SHEAR VIBRATIONS, Proc. Of IEEE 2002 Int. Frequency Control Symposium, New Orleans, USA, pp. 141-144, 2002. | 
                       
                      
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An influence on eigenvibrations in resonators of anisotropy of boundary surface of piezoelectric plate with variable convexity 
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                        | S. S. Nedorezov, O. Yu. Shmaliy, Yu. S. Shmaliy, B. Dulmet, AN INFLUENCE ON EIGENVIBRATIONS IN RESONATORS OF ANISOTROPY OF BOUNDARY SURFACE OF PIEZOELECTRIC PLATE WITH VARIABLE CONVEXITY, Proc. Of IEEE 2003 Int. Frequency Control Symposium, Tampa, USA, 2003, pp. 730-733. | 
                       
                      
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Eigenfrequencies spectrum of piezoelectric plate of an arbitrary shape 
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                        | S. S. Nedorezov, O. Yu. Shmaliy, EIGENFREQUENCIES SPECTRUM OF PIEZOELECTRIC PLATE OF AN ARBITRARY SHAPE, Proc. of CAOL 2003, Sept. 16-20, Alushta, Crimea, Ukraine. – P. 219-222. | 
                       
                      
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Eigenvibrations of a convex piezoelectric plate with ellipsoid surface 
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                        | O. Yu. Shmaliy, EIGENVIBRATIONS OF A CONVEX PIEZOELECTRIC PLATE WITH ELLIPSOID SURFACE, Proc. of CAOL 2003, Sept. 16-20, Alushta, Crimea, Ukraine. – P. 223-226. | 
                       
                      
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Анализ частотного спектра выпуклого пьезоэлектрического резонатора толщинно-сдвиговых колебаний 
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                        | А. Ю. Шмалий, АНАЛИЗ ЧАСТОТНОГО СПЕКТРА ВЫПУКЛОГО ПЬЕЗОЭЛЕКТРИЧЕСКОГО РЕЗОНАТОРА ТОЛЩИННО-СДВИГОВЫХ КОЛЕБАНИЙ, Вестник ХГТУ, 2003, С. 462-466. | 
                       
                      
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An analysis of quartz crystal resonators made from a convex piezoelectric plate of arbitrary shape 
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                        | S.S. Nedorezov, O.Yu. Shmaliy, B. Dulmet, AN ANALYSIS OF QUARTZ CRYSTAL RESONATORS MADE FROM A CONVEX PIEZOELECTRIC PLATE OF ARBITRARY SHAPE, Proc. Of 16th European Frequency and Time Forum, Guildford, UK, pp. 80-83, 2004. | 
                       
                      
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On influence of an electrode edge potential upon frequencies of lfe piezoelectric resonators employing thickness-shear vibrations 
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                        | Nedorezov S., Shmaliy O., Shmaliy Y., ON INFLUENCE OF AN ELECTRODE EDGE POTENTIAL UPON FREQUENCIES OF LFE PIEZOELECTRIC RESONATORS EMPLOYING THICKNESS-SHEAR VIBRATIONS // Proceedings of the 2004 IEEE International Frequency Control Symposium and Exposition. — 2004. — P. 585 – 590. | 
                       
                      
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Frequency shifts in lfe piezoelectric resonators employing thickness-shear vibrations caused by changes in the electrode edge potential 
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                        | Nedorezov S., Shmaliy O., Frequency shifts in lfe piezoelectric resonators employing thickness-shear vibrations caused by changes in the electrode edge potential // Proceedings of the Conference on Advanced Optoelectronics And Lasers. — 2005. — P. 219 – 221. | 
                       
                      
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Non-equidistant structure of a frequency spectrum of a piezoelectric resonator with an arbitrary convex surface 
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                        | Nedorezov S., Emelianova T. V., Shmaliy O. Non-equidistant structure of a frequency spectrum of a piezoelectric resonator with an arbitrary convex surface // Proceedings of the Conference on Advanced Optoelectronics And Lasers. — 2005. — P. 309 – 311. | 
                       
                      
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