Free Vibrations of Cylindrical Shells by the Nodal Line Finite Difference Method-Part II-Numerical Examples.
Abo-Raya, U., Ghaleb, A., Agag, Y. (2021). Free Vibrations of Cylindrical Shells by the Nodal Line Finite Difference Method-Part II-Numerical Examples.. EKB Journal Management System, 25(2), 19-31. doi: 10.21608/bfemu.2021.157752
Usama Abo-Raya; Ahmed A. Ghaleb; Youssef I. Agag. "Free Vibrations of Cylindrical Shells by the Nodal Line Finite Difference Method-Part II-Numerical Examples.". EKB Journal Management System, 25, 2, 2021, 19-31. doi: 10.21608/bfemu.2021.157752
Abo-Raya, U., Ghaleb, A., Agag, Y. (2021). 'Free Vibrations of Cylindrical Shells by the Nodal Line Finite Difference Method-Part II-Numerical Examples.', EKB Journal Management System, 25(2), pp. 19-31. doi: 10.21608/bfemu.2021.157752
Abo-Raya, U., Ghaleb, A., Agag, Y. Free Vibrations of Cylindrical Shells by the Nodal Line Finite Difference Method-Part II-Numerical Examples.. EKB Journal Management System, 2021; 25(2): 19-31. doi: 10.21608/bfemu.2021.157752

Free Vibrations of Cylindrical Shells by the Nodal Line Finite Difference Method-Part II-Numerical Examples.

MEJ- Mansoura Engineering Journal
Article 14, Volume 25, Issue 2, June 2000, Page 19-31  XML PDF (273.46 K)
Document Type: Research Studies
DOI: 10.21608/bfemu.2021.157752
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Authors
Usama Abo-Raya1; Ahmed A. Ghaleb email 2; Youssef I. Agag3
1Senior Engineer, Ministry of Irrigation., El-Mansoura Governorate., El-Mansoura., Egypt.
2Structural Engineering Department., El-Mansoura University., El-Mansoura., Egypt.
3Structural Engineering Department., El-Mansoura University., El-Mansoura., Egypt.
Abstract
 The analysis of cylindrical shells for free vibrations using the nodal line finite difference method has been presented in a companion paper (part 1) (2]. The reader may also refer to reference [1] for some more details. In this paper the application of the nodal line finite difference is verified by many numerical examples. In addition, the applicability of the nodal line finite difference method for the analysis of thin plates by making use of the degenerate theory developed by Gibson [4] is demonstrated. 
 
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