A finite element code to calculate magnetic resonance problems

Research output: Chapter in Book/Report/Conference proceedingConference contributionResearchpeer-review

Original languageEnglish
Title of host publicationProceedings of the Japan-Hungary Joint Seminar on Applied Electromagnetics in Materials and Computational Technology
Publisher.
Pages17-20
Publication statusPublished - 1991
EventThe Japan-Hungary Joint Seminar on Applied Electromagnetics in Materials and Computational Technology - Budapest, Hungary
Duration: 1 Jul 19913 Jul 1991

Conference

ConferenceThe Japan-Hungary Joint Seminar on Applied Electromagnetics in Materials and Computational Technology
CountryHungary
CityBudapest
Period1/07/913/07/91

Cite this

Renhart, W., Magele, C., & Stollberger, R. (1991). A finite element code to calculate magnetic resonance problems. In Proceedings of the Japan-Hungary Joint Seminar on Applied Electromagnetics in Materials and Computational Technology (pp. 17-20). ..

A finite element code to calculate magnetic resonance problems. / Renhart, Werner; Magele, Christian; Stollberger, Rudolf.

Proceedings of the Japan-Hungary Joint Seminar on Applied Electromagnetics in Materials and Computational Technology. ., 1991. p. 17-20.

Research output: Chapter in Book/Report/Conference proceedingConference contributionResearchpeer-review

Renhart, W, Magele, C & Stollberger, R 1991, A finite element code to calculate magnetic resonance problems. in Proceedings of the Japan-Hungary Joint Seminar on Applied Electromagnetics in Materials and Computational Technology. ., pp. 17-20, The Japan-Hungary Joint Seminar on Applied Electromagnetics in Materials and Computational Technology, Budapest, Hungary, 1/07/91.
Renhart W, Magele C, Stollberger R. A finite element code to calculate magnetic resonance problems. In Proceedings of the Japan-Hungary Joint Seminar on Applied Electromagnetics in Materials and Computational Technology. . 1991. p. 17-20
Renhart, Werner ; Magele, Christian ; Stollberger, Rudolf. / A finite element code to calculate magnetic resonance problems. Proceedings of the Japan-Hungary Joint Seminar on Applied Electromagnetics in Materials and Computational Technology. ., 1991. pp. 17-20
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