The analytical beam element model: novel approach for fast calculation of vibrations in electric machines

Publikation: Beitrag in FachzeitschriftArtikelForschungPeer-Review

Autoren

  • Martin Enno Gerlach
  • Allan de Barros
  • Xudong Huang
  • Markus Langfermann
  • Bernd Ponick
  • Amir Ebrahimi
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Details

Titel in ÜbersetzungDas Analytische Balkenelement-Modell: ein neuer Ansatz zur Berechnung des Schwingungsverhaltens elektrischer Maschinen
OriginalspracheMehrere Sprachen
Seiten (von - bis)415-416
Seitenumfang2
FachzeitschriftElektrotechnik und Informationstechnik
Jahrgang140
Ausgabenummer3-4
Frühes Online-Datum16 März 2023
PublikationsstatusVeröffentlicht - Juni 2023

Abstract

In Table 5 of this article, the data in row 1 was mistakenly not centred. The table has been corrected in the original article as shown below. (Table presented.) Eigenfrequencies of the ABM compared to the FE models S1 S2 (Formula presented.) in Hz 1638 4061 9511 812 2143 3666 4808 6238 (Formula presented.) in Hz 1568 9568 9691 798 2123 3718 5100 6259 (Formula presented.) in % 2.84 2.25 S3 S4 (Formula presented.) in Hz 66.1 341.9 536.8 188.1 (Formula presented.) in Hz 64.4 178.4 334.8 527.8 7.6 21.3 65.0 188.0 (Formula presented.) in % 1.75 0.85

ASJC Scopus Sachgebiete

Zitieren

The analytical beam element model: novel approach for fast calculation of vibrations in electric machines. / Gerlach, Martin Enno; de Barros, Allan; Huang, Xudong et al.
in: Elektrotechnik und Informationstechnik, Jahrgang 140, Nr. 3-4, 06.2023, S. 415-416.

Publikation: Beitrag in FachzeitschriftArtikelForschungPeer-Review

Gerlach ME, de Barros A, Huang X, Langfermann M, Ponick B, Ebrahimi A. The analytical beam element model: novel approach for fast calculation of vibrations in electric machines. Elektrotechnik und Informationstechnik. 2023 Jun;140(3-4):415-416. Epub 2023 Mär 16. doi: 10.1007/s00502-023-01136-2, 10.1007/s00502-023-01136-2
Gerlach, Martin Enno ; de Barros, Allan ; Huang, Xudong et al. / The analytical beam element model : novel approach for fast calculation of vibrations in electric machines. in: Elektrotechnik und Informationstechnik. 2023 ; Jahrgang 140, Nr. 3-4. S. 415-416.
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abstract = "In Table 5 of this article, the data in row 1 was mistakenly not centred. The table has been corrected in the original article as shown below. (Table presented.) Eigenfrequencies of the ABM compared to the FE models S1 S2 (Formula presented.) in Hz 1638 4061 9511 812 2143 3666 4808 6238 (Formula presented.) in Hz 1568 9568 9691 798 2123 3718 5100 6259 (Formula presented.) in % 2.84 2.25 S3 S4 (Formula presented.) in Hz 66.1 341.9 536.8 188.1 (Formula presented.) in Hz 64.4 178.4 334.8 527.8 7.6 21.3 65.0 188.0 (Formula presented.) in % 1.75 0.85",
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T1 - The analytical beam element model

T2 - novel approach for fast calculation of vibrations in electric machines

AU - Gerlach, Martin Enno

AU - de Barros, Allan

AU - Huang, Xudong

AU - Langfermann, Markus

AU - Ponick, Bernd

AU - Ebrahimi, Amir

N1 - This work was supported by the German Federal Ministry of Economic Affairs and Energy on the basis of a decision by the German Bundestag. Open Access funding enabled and organized by Projekt DEAL.

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N2 - In Table 5 of this article, the data in row 1 was mistakenly not centred. The table has been corrected in the original article as shown below. (Table presented.) Eigenfrequencies of the ABM compared to the FE models S1 S2 (Formula presented.) in Hz 1638 4061 9511 812 2143 3666 4808 6238 (Formula presented.) in Hz 1568 9568 9691 798 2123 3718 5100 6259 (Formula presented.) in % 2.84 2.25 S3 S4 (Formula presented.) in Hz 66.1 341.9 536.8 188.1 (Formula presented.) in Hz 64.4 178.4 334.8 527.8 7.6 21.3 65.0 188.0 (Formula presented.) in % 1.75 0.85

AB - In Table 5 of this article, the data in row 1 was mistakenly not centred. The table has been corrected in the original article as shown below. (Table presented.) Eigenfrequencies of the ABM compared to the FE models S1 S2 (Formula presented.) in Hz 1638 4061 9511 812 2143 3666 4808 6238 (Formula presented.) in Hz 1568 9568 9691 798 2123 3718 5100 6259 (Formula presented.) in % 2.84 2.25 S3 S4 (Formula presented.) in Hz 66.1 341.9 536.8 188.1 (Formula presented.) in Hz 64.4 178.4 334.8 527.8 7.6 21.3 65.0 188.0 (Formula presented.) in % 1.75 0.85

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