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Das \(n\)-dehnige \((n+1)\)-Eck in Beziehung auf seine Hauptträgheitsaxen. - MaRDI portal

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Das \(n\)-dehnige \((n+1)\)-Eck in Beziehung auf seine Hauptträgheitsaxen. (Q1539010)

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scientific article; zbMATH DE number 2697010
Language Label Description Also known as
English
Das \(n\)-dehnige \((n+1)\)-Eck in Beziehung auf seine Hauptträgheitsaxen.
scientific article; zbMATH DE number 2697010

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    Das \(n\)-dehnige \((n+1)\)-Eck in Beziehung auf seine Hauptträgheitsaxen. (English)
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    1888
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    Die Coordinaten der Ecken eines \(n\)-dehnigen \((n+1)\)-Ecks (``Plasmas'') werden so bestimmt, dass die Axen des orthogonalen Coordinatensystems Hauptträgheitsaxen des Gebildes werden. Diese Aufgabe wird specialisirt für die Fälle \(n\) = 2, 3, 4.
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