Publication: Eksenel hareketi lineer sürekli ortam problemine, Boru Dinamiği Özelinde Farklı Bir Sonlu Farklar Açılımı Uygulaması
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Teorik ve Uygulamalı Mekanik Türk Milli Komitesi
Theoretical and Applied Mechanical Turkish National Committee
Theoretical and Applied Mechanical Turkish National Committee
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Bu çalışmada eksenel hareketli lineer sürekli ortam dinamiği problemi analizini yeni bir sonlu farklar metodoloji ile incelendi. Sadece konumda ayrıklaştırma yaparak kısmi diferansiyel denklemi adi diferansiyel denklem sistemine dönüştürüldü. Oluşan denklem sisteminin çözümü klasik metod ile elde edildi. Sistemin doğal frekansı farklı grid sayıları için bulundu
In this study, the dynamics o f axially moving continua are investigated using new finite difference methodology. In this methodology, the finite difference discretization is applied to spatial derivatives to simplify the partial-differential equation into a set o f ordinary differential equations. The set o f ordinary differential equations are solved in conventional method. For different gird number, the natural frequencies of the system are found.
In this study, the dynamics o f axially moving continua are investigated using new finite difference methodology. In this methodology, the finite difference discretization is applied to spatial derivatives to simplify the partial-differential equation into a set o f ordinary differential equations. The set o f ordinary differential equations are solved in conventional method. For different gird number, the natural frequencies of the system are found.
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16. Ulusal Mekanik Kongresi
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9789756315033
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