SOFTWARE MODULE FOR STATOR GEOMETRY DESIGN AND MAGNETIC FIELD ANALYSIS IN THE INTERPHASE OF THREE-PHASE ROTATING ELECTRICAL MACHINES

Authors

  • Adelina-Maria STANCESCU (CIRSTOIU) Universitatea POLITEHNICA din București
  • AUREL-IONUT CHIRILA Universitatea POLITEHNICA din București
  • IOAN-DRAGOS DEACONU Universitatea POLITEHNICA din București
  • GEORGE-ADRIAN BACIU Universitatea POLITEHNICA din București
  • ANDREEA-ROXANA IONESCU Universitatea POLITEHNICA din București
  • CRISTINEL-FLORIN MARIN S.C. ICPE ACTEL S.A. Romania

DOI:

https://doi.org/10.36801/

Keywords:

Software module, Winding design, Three-phase rotary machines

Abstract

This paper presents a software module developed to assist the design of the radial section geometry of the stator of a three-phase rotating electric machine. For this purpose, the designer has to provide values for the main dimensions of the stator components, such as the inner and outer diameter of the stator, the width, and height of the stator notch isthmus, the height of the stator notch, the width of the stator tooth, gap, etc. This program allows not only to automatically generate the stator geometry and the magnetic field distribution in the gap of the three-phase rotating electric machine in a program based on the finite element method but also to plot or save in a file with numerical data and other quantities.

References

(1) I. D. Deaconu, A. I. Chirilă, C. Ghiță, „Mașini și acționări electrice – volumul 1 – Transformatorul și mașina

asincronă”, Editura PRINTECH, București, 2015.

(2) C. Bălă, A. Fetița, V. Lefter, „Cartea bobinatorului de mașini electrice”, Editura Tehnică, București, 1967.

(3) N. Ciorănescu, „Curs de algebră și analiză matematică”, Editura Tehnică, București, 1955.

Published

09.02.2022

Issue

Section

ELECTRIC MACHINES

How to Cite

SOFTWARE MODULE FOR STATOR GEOMETRY DESIGN AND MAGNETIC FIELD ANALYSIS IN THE INTERPHASE OF THREE-PHASE ROTATING ELECTRICAL MACHINES. (2022). ELECTRICAL MACHINES, MATERIALS AND DRIVES — PRESENT AND TRENDS, 17(1), 31-36. https://doi.org/10.36801/