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1702601PublishedVol 4 · Issue 8

Inductance Matrix of a Transfer Field Machine (TFM) and an Induction Machine (IM): A Comparison

M. N. Eleanya K. C. Obute V. C. Ogboh

Subject area: Science,Engineering and Technology  ·  Area of research: Electrical Engineering

Abstract

This paper presents a comparative analysis of a transfer field machine (TFM) and a poly-phase induction machine (IM) with central focus on the inductance matrix of both machines . The two machines belong to two different classes of machine and quite different in physical configuration. In this analysis , the self inductance matrix of the two machines are derived and both shown to be independent of the rotor angular position. However , the mutual coupling inductance in both cases are dependent on rotor angular position which varies with time. For the transfer field machine , in addition to rotor angle dependence, it also depends on the difference between the direct - and quadrature- axes reactances. In both machines, when state variables namely voltage and flux linkage equations, are transformed to arbitrary qdo reference frame, a new set of voltage and flux linkage equations are obtained with inductance values , no longer dependent on the rotor angular position that varies with time ; and this of course is of great advantage in the analysis of both machines.

Keywords

Self-inductance, Mutual-inductance, Inductance Matrix, Coupling, Angular position, Comparative Analysis.

How to cite this paper

M. N. Eleanya, K. C. Obute, V. C. Ogboh "Inductance Matrix of a Transfer Field Machine (TFM) and an Induction Machine (IM): A Comparison" Iconic Research And Engineering Journals Volume 4 Issue 8 2021 Page 76-86
M. N. Eleanya, K. C. Obute, V. C. Ogboh "Inductance Matrix of a Transfer Field Machine (TFM) and an Induction Machine (IM): A Comparison" Iconic Research And Engineering Journals, vol. 4, no. 8, Feb. 2021
M. N. Eleanya, K. C. Obute, V. C. Ogboh (2021). Inductance Matrix of a Transfer Field Machine (TFM) and an Induction Machine (IM): A Comparison. Iconic Research And Engineering Journals, 4(8).
M. N. Eleanya, K. C. Obute, V. C. Ogboh "Inductance Matrix of a Transfer Field Machine (TFM) and an Induction Machine (IM): A Comparison" Iconic Research And Engineering Journals, vol. 4, no. 8, Feb. 2021.
@article{1702601,
      author = {M. N. Eleanya, K. C. Obute, V. C. Ogboh},
      title = {Inductance Matrix of a Transfer Field Machine (TFM) and an Induction Machine (IM):  A Comparison},
      journal = {Iconic Research And Engineering Journals},
      year = {2021},
      volume = {4},
      number = {8},
      pages = {76-86},
      issn = {2456-8880},
      url = {https://www.irejournals.com/formatedpaper/1702601.pdf},
      abstract = {This    paper   presents   a    comparative     analysis   of   a   transfer   field    machine  (TFM)    and  a  poly-phase   induction   machine (IM) with  central  focus  on    the inductance  matrix  of  both  machines .     The   two   machines   belong   to   two   different   classes   of   machine   and   quite   different   in   physical   configuration.  In  this  analysis , the   self  inductance  matrix  of  the  two   machines   are   derived   and    both  shown  to  be  independent  of  the  rotor  angular  position. However  ,  the  mutual  coupling  inductance   in  both  cases  are  dependent   on  rotor  angular   position which  varies  with  time. For  the  transfer  field    machine ,  in  addition  to  rotor  angle  dependence, it  also   depends  on  the  difference  between   the  direct -  and   quadrature-  axes  reactances. In  both  machines, when  state  variables  namely  voltage  and   flux  linkage  equations, are  transformed  to arbitrary  qdo  reference  frame,  a  new  set  of  voltage  and  flux  linkage   equations  are  obtained   with  inductance  values  , no  longer  dependent   on  the  rotor  angular  position  that  varies  with  time  ;  and  this  of  course  is  of  great  advantage  in  the  analysis  of  both  machines. },
      keywords = {Self-inductance,  Mutual-inductance,  Inductance  Matrix,  Coupling, Angular  position, Comparative Analysis.},
      month = {February},
  }