Mathematical simulation of oscillating electric drives in current-frequency modulation; Modern Technique and Technologies. MTT 2002

Bibliographic Details
Parent link:Modern Technique and Technologies. MTT 2002.— 2002.— P. 92-93
Main Author: Yudintsev A. G.
Other Authors: Aristov A. V.
Summary:One of the perspective directions of the development of reductor-free oscillating electric drives (OED) is their construction on the basis of the electrical machines working directly in a mode of constrained oscillations. Such electric drives provide practically all required range of the reproduced oscillations in the amplitude, frequency and mode. OED mathematical models have been developed on the basis of a double supply machine and an asynchronous motor in a solid coordinate system in relation to axes of stator windings. In creating these models, the ideal current sources acted as power sources and the machine as a source of oscillatory force (a source of mechanical moment).
Language:English
Published: 2002
Subjects:
Format: Book Chapter
KOHA link:https://koha.lib.tpu.ru/cgi-bin/koha/opac-detail.pl?biblionumber=215206

MARC

LEADER 00000naa2a2200000 4500
001 215206
005 20231031193803.0
035 |a (RuTPU)RU\TPU\book\235106 
035 |a RU\TPU\book\235104 
090 |a 215206 
100 |a 20120505d2002 k y0engy50 ba 
101 0 |a eng 
102 |a RU 
200 1 |a Mathematical simulation of oscillating electric drives in current-frequency modulation  |f A. G. Yudintsev, A. V. Aristov 
320 |a References: p. 93 (2 tit.) 
330 |a One of the perspective directions of the development of reductor-free oscillating electric drives (OED) is their construction on the basis of the electrical machines working directly in a mode of constrained oscillations. Such electric drives provide practically all required range of the reproduced oscillations in the amplitude, frequency and mode. OED mathematical models have been developed on the basis of a double supply machine and an asynchronous motor in a solid coordinate system in relation to axes of stator windings. In creating these models, the ideal current sources acted as power sources and the machine as a source of oscillatory force (a source of mechanical moment). 
463 0 |0 (RuTPU)RU\TPU\book\68530  |t Modern Technique and Technologies. MTT 2002  |o Proceedings of the 8th International Scienific and Practical Conference of Students. Post-graduates and Young Scientists, April 8 - April 12, 2002, Tomsk, Russia  |v P. 92-93  |d 2002  |p 212 p. 
610 1 |a труды учёных ТПУ 
700 1 |a Yudintsev  |b A. G. 
701 1 |a Aristov  |b A. V. 
801 1 |a RU  |b 63413507  |c 20120505 
801 2 |a RU  |b 63413507  |c 20120505  |g RCR 
942 |c BK