Abstract
This chapter deals with peculiarities of losses distribution in rotor short-circuited loops obtained based on the investigation of their currents distribution.
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References
I. Monographs, textbooks
Richter R., Elektrische Maschinen. Berlin: Springer. Band I, 1924; Band II, 1930; Band III, 1932; Band IV, 1936; Band V, 1950. (In German).
Mueller G., Vogt, K., Ponick B., Berechnung elektrischer Maschinen. Springer, 2007. 475 S. (In German).
II. Synchronous machines. Papers, inventor’s certificates, patents
Boguslawsky I.Z., Particularity of 6-phases armature winding of A.C. machines with the non-sinusoidal power supply. Power Eng. New York, 1997, No. 5.
III. State Standards (IEС, GOST and so on)
GOST (Russian State Standard) R-52776 (IEC 60034-1). Rotating Electrical Machines. (In Russian).
IEC 60092-301 Electrical installations in ships. Part 301: Equipment Generators and Motors.
Rules and Regulations for the Classification of Ships. Part 6 Control, Electrical, Refrigeration and Fire. Lloyd’s Register of Shipping (London). 2003.
Russian Maritime Register of Shipping. Vol. 2. Rules for the classification and construction of sea going ships. St. Petersburg. 2003.
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Appendices
Appendix 15.1
See Table 15.1.
Brief Conclusions
By operation in nonlinear networks:
-
1.
In an induction machine without cage damage, all its bars are practically in equal thermal and mechanical state: the same refers to ring portions. This state is violated if there is a damage in cage.
-
2.
In salient-pole machines thermal condition of damper winding is caused by uneven distribution of currents and losses in its elements. The law of currents distribution depends on the ratio of amplitudes of “adjacent” harmonics and on the difference of initial phases TU. If the amplitude of one of these harmonics is much less than the second, the law of currents distribution in nonlinear network approaches that of currents distribution in asynchronous mode.
-
3.
Besides known measures on the reduction of additional losses and overheats in damper winding structural elements given in Chap. 3, reduction of losses can be achieved by a difference increase of “adjacent” harmonics initial phases TU within the range π/2 ≤ TU ≤ π.
List of Symbols
- m:
-
Order of stator MMF spatial harmonics
- mPH :
-
Number of stator winding phases
- N:
-
Bar number (ring portion or segment) of damper winding or cage rotor
- N0 :
-
Number of bars of damper winding per pole or number of bars in squirrel cage
- N = N1, N2, …, N0 :
-
Numbers of bars and ring portions (segments) on pole
- \( {\text{P}}(\upomega_{{{\text{ROT}},1}} ), \ldots ,{\text{P}}(\upomega_{{{\text{ROT}},2}} ) \ldots \) :
-
Losses in squirrel cage from currents with frequencies \( \upomega_{{{\text{ROT}},1}} ,\upomega_{{{\text{ROT}},2}} \ldots \)
- PCAG.RES :
-
Total losses in squirrel cage from rotor currents with frequencies \( \upomega_{{{\text{ROT}},1}} ,\upomega_{{{\text{ROT}},2}} , \ldots \)
- PD.RES :
-
Total looses in damper winding with frequencies \( \upomega_{{{\text{ROT}},1}} ,\upomega_{{{\text{ROT}},2}} , \ldots \)
- p:
-
Number of pole pairs
- Q:
-
Order of stator current time harmonic
- TU :
-
Difference of initial phases of two higher “adjacent” voltage harmonics
- ω1 :
-
Network circular frequency (frequency of stator current first harmonic)
- ωREV :
-
Angular speed of rotor rotation
- ωROT,1, ωROT,2,…:
-
Circular frequencies of rotor currents
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Boguslawsky, I., Korovkin, N., Hayakawa, M. (2017). Peculiarities of Operation Modes of A.C. Machine with Short-Circuited Rotor Windings at Nonsinusoidal Power Supply. In: Large A.C. Machines. Springer, Tokyo. https://doi.org/10.1007/978-4-431-56475-1_15
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DOI: https://doi.org/10.1007/978-4-431-56475-1_15
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