STUDY OF DYNAMIC INSTABILITY OF PLATES BY AN EXTENDED INCREMENTAL HARMONIC BALANCE METHOD.
Publication
, Journal Article
Pierre, C; Dowell, EH
Published in: American Society of Mechanical Engineers (Paper)
January 1, 1985
The dynamic instability of plates is investigated with geometric nonlinearities being included in the model, which allows one to determine the amplitude of the parametric vibrations. A modal analysis allowing one spatial mode is performed on the nonlinear equations of motion and the resulting nonlinear. Mathieu equation is solved by the incremental harmonic balance method, which takes several temporal harmonics into account.
Duke Scholars
Published In
American Society of Mechanical Engineers (Paper)
ISSN
0402-1215
Publication Date
January 1, 1985
Citation
APA
Chicago
ICMJE
MLA
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Pierre, C., & Dowell, E. H. (1985). STUDY OF DYNAMIC INSTABILITY OF PLATES BY AN EXTENDED INCREMENTAL HARMONIC BALANCE METHOD. American Society of Mechanical Engineers (Paper).
Pierre, C., and E. H. Dowell. “STUDY OF DYNAMIC INSTABILITY OF PLATES BY AN EXTENDED INCREMENTAL HARMONIC BALANCE METHOD.” American Society of Mechanical Engineers (Paper), January 1, 1985.
Pierre C, Dowell EH. STUDY OF DYNAMIC INSTABILITY OF PLATES BY AN EXTENDED INCREMENTAL HARMONIC BALANCE METHOD. American Society of Mechanical Engineers (Paper). 1985 Jan 1;
Pierre, C., and E. H. Dowell. “STUDY OF DYNAMIC INSTABILITY OF PLATES BY AN EXTENDED INCREMENTAL HARMONIC BALANCE METHOD.” American Society of Mechanical Engineers (Paper), Jan. 1985.
Pierre C, Dowell EH. STUDY OF DYNAMIC INSTABILITY OF PLATES BY AN EXTENDED INCREMENTAL HARMONIC BALANCE METHOD. American Society of Mechanical Engineers (Paper). 1985 Jan 1;
Published In
American Society of Mechanical Engineers (Paper)
ISSN
0402-1215
Publication Date
January 1, 1985