Eine Plattform für die Wissenschaft: Bauingenieurwesen, Architektur und Urbanistik
Eine Plattform für die Wissenschaft: Bauingenieurwesen, Architektur und Urbanistik
Calculation for the vibration of structures: A partial eigenvector problem solution
Solutions to vibration problems where the solution can be written in accordance with the components corresponding to the eigenvector have been studied in this work, and determination of the physical implication of errors resulting from neglect of eigenvectors associated with hgher frequencies has been recommended for the case of free vibration, and excitation by periodical forces. To justify this recommendation, numerical examples and experiments have been presented, pointing out that on the basis of data of the numerical experiments, the limits required for practical application, compatible with the erorrs of starting parameters of the technical problem, can be formulated.
Calculation for the vibration of structures: A partial eigenvector problem solution
Solutions to vibration problems where the solution can be written in accordance with the components corresponding to the eigenvector have been studied in this work, and determination of the physical implication of errors resulting from neglect of eigenvectors associated with hgher frequencies has been recommended for the case of free vibration, and excitation by periodical forces. To justify this recommendation, numerical examples and experiments have been presented, pointing out that on the basis of data of the numerical experiments, the limits required for practical application, compatible with the erorrs of starting parameters of the technical problem, can be formulated.
Calculation for the vibration of structures: A partial eigenvector problem solution
Berechnung der Konstruktionsschwingungen: Loesung eines partiellen Eigenvektor-Problems
Gyoergyi, J. (Autor:in)
Acta Technica Academiae Scientiarium Hungaricae ; 99 ; 103-123
1986
21 Seiten, 2 Bilder, 5 Tabellen, 8 Quellen
Aufsatz (Zeitschrift)
Englisch
EIGENFUNKTION , VEKTOR , FINITE-ELEMENTE-METHODE , BEWEGUNGSGLEICHUNG , DYNAMISCHE EIGENSCHAFT , DYNAMISCHES VERHALTEN , FREIHEITSGRAD , SCHWINGUNGSSYSTEM , SCHWINGUNGSTHEORIE , SCHWINGUNGSVERHALTEN , BAUTECHNIK , FREIE SCHWINGUNG , ERZWUNGENE SCHWINGUNG , SCHWINGUNGSDAEMPFUNG , MECHANISCHE SCHWINGUNG , SCHWINGUNGSANREGUNG , DIFFERENZIALGLEICHUNG
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