An Efficient and Robust Quasi-Newton Method for 3D Magnetic Vector Hysteresis using the Reduced Magnetic Scalar Potential

Lukas Daniel Domenig; Alexander Sauseng; Klaus Roppert; Andreas Gschwentner; Manfred Kaltenbacher

An Efficient and Robust Quasi-Newton Method for 3D Magnetic Vector Hysteresis using the Reduced Magnetic Scalar Potential

Lukas Daniel Domenig, Alexander Sauseng, Klaus Roppert, Andreas Gschwentner, Manfred Kaltenbacher

Institute of Fundamentals and Theory in Electrical Engineering (4370)

Research output: Chapter in Book/Report/Conference proceeding › Conference paper › peer-review

Original language	English
Title of host publication	Book of Abstracts
Subtitle of host publication	20th International IGTE Symposium 2022 on Computational Methods in Electromagnetics and Multiphysics
Number of pages	1
Publication status	Published - 18 Sept 2022
Event	20th International IGTE Symposium on Computational Methods in Electromagnetics and Multiphysics: IGTE 2022 - TU Graz, Hybrider Event, Graz, Austria Duration: 18 Sept 2022 → 21 Sept 2022 http://igtesymp.tugraz.at/symp22/

Conference

Conference	20th International IGTE Symposium on Computational Methods in Electromagnetics and Multiphysics
Abbreviated title	IGTE'22
Country/Territory	Austria
City	Hybrider Event, Graz
Period	18/09/22 → 21/09/22
Internet address	http://igtesymp.tugraz.at/symp22/

Fields of Expertise

Advanced Materials Science
Information, Communication & Computing

Cite this

An Efficient and Robust Quasi-Newton Method for 3D Magnetic Vector Hysteresis using the Reduced Magnetic Scalar Potential. / Domenig, Lukas Daniel ; Sauseng, Alexander ; Roppert, Klaus et al.
Book of Abstracts: 20th International IGTE Symposium 2022 on Computational Methods in Electromagnetics and Multiphysics. 2022.

Research output: Chapter in Book/Report/Conference proceeding › Conference paper › peer-review

Domenig, LD , Sauseng, A , Roppert, K , Gschwentner, A & Kaltenbacher, M 2022, An Efficient and Robust Quasi-Newton Method for 3D Magnetic Vector Hysteresis using the Reduced Magnetic Scalar Potential. in Book of Abstracts: 20th International IGTE Symposium 2022 on Computational Methods in Electromagnetics and Multiphysics. 20th International IGTE Symposium on Computational Methods in Electromagnetics and Multiphysics, Hybrider Event, Graz, Austria, 18/09/22.

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title = "An Efficient and Robust Quasi-Newton Method for 3D Magnetic Vector Hysteresis using the Reduced Magnetic Scalar Potential",

keywords = "Finite Element Method, Vector hysteresis, Reduced Scalar Potential, Quasi-Newton",

author = "Domenig, {Lukas Daniel} and Alexander Sauseng and Klaus Roppert and Andreas Gschwentner and Manfred Kaltenbacher",

year = "2022",

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booktitle = "Book of Abstracts",

note = "20th International IGTE Symposium on Computational Methods in Electromagnetics and Multiphysics : IGTE 2022, IGTE'22 ; Conference date: 18-09-2022 Through 21-09-2022",

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T1 - An Efficient and Robust Quasi-Newton Method for 3D Magnetic Vector Hysteresis using the Reduced Magnetic Scalar Potential

AU - Domenig, Lukas Daniel

AU - Sauseng, Alexander

AU - Roppert, Klaus

AU - Gschwentner, Andreas

AU - Kaltenbacher, Manfred

PY - 2022/9/18

Y1 - 2022/9/18

KW - Finite Element Method

KW - Vector hysteresis

KW - Reduced Scalar Potential

KW - Quasi-Newton

M3 - Conference paper

BT - Book of Abstracts

T2 - 20th International IGTE Symposium on Computational Methods in Electromagnetics and Multiphysics

Y2 - 18 September 2022 through 21 September 2022

ER -