How to cite this paper
Ghannad, M., Jabbari, M & Nejad, M. (2015). An elastic analysis for thick cylindrical pressure vessels with variable thickness.Engineering Solid Mechanics, 3(2), 117-130.
Refrences
Eipakchi, H. R., Rahimi, G. H., & Khadem, S. E. (2003). Closed form solution for displacements of thick cylinders with varying thickness subjected to non-uniform internal pressure. Structural Engineering and Mechanics, 16, 731-748.
Ghannad, M., & Nejad, M. Z. (2010). Elastic analysis of pressurized thick hollow cylindrical shells with clamped-clamped ends. Mechanika, 5(85), 11-18.
Ghannad, M., Nejad, M. Z., & Rahimi, G. H. (2009). Elastic solution of axisymmetric thick truncated conical shells based on first-order shear deformation theory. Mechanika, 5(79), 13-20.
Ghannad, M., Rahimi, G. H., & Nejad, M. Z. (2012). Determination of displacements and stresses in pressurized thick cylindrical shells with variable thickness using perturbation technique. Mechanics, 18(1), 14-21.
Greenspon, J. E. (1960). Vibrations of a Thick?Walled Cylindrical Shell—Comparison of the Exact Theory with Approximate Theories. The Journal of the Acoustical Society of America, 32(5), 571-578
Kang, J. H., & Leissa, A. W. (2001). Three-dimensional field equations of motion, and energy functionals for thick shells of revolution with arbitrary curvature and variable thickness. Journal of applied mechanics, 68(6), 953-954.
Mirsky, I., & Hermann, G. (1958). Axially motions of thick cylindrical shells, Journal of Applied Mechanics-Transactions of the ASME, 25, 97-102.
Naghdi, P. M., & Cooper, R. M. (1956). Propagation of elastic waves in cylindrical shells, including the effects of transverse shear and rotary inertia, Journal of the Acoustical Society of America, 29, 56-63.
Nejad, M. Z., Rahimi, G. H., & Ghannad, M. (2009). Set of field equations for thick shell of revolution made of functionally graded materials in curvilinear coordinate system. Mechanika, 3(77), 18-26.
Suzuki, K., Konno, M., & Takahashi, S. (1981). Axisymmetric vibrations of a cylindrical shell with varying thickness. Bulletin of JSME, 24, 2122-2132.
Talaee, M., Alizadeh, M., & Bakhshandeh, S. (2014). An exact analytical solution of non-Fourier thermal stress in cylindrical shell under periodic boundary condition. Engineering Solid Mechanics, 2(4), 293-302.
Vekua, I. N. (1965). The theory of thin shallow shells of variable thickness. In Proceedings of A. Razmadze Institute of Mathematics of Georgian Academy of Sciences, 30, 5-103.
Vlachoutsis, S. (1992). Shear correction factors for plates and shells. International Journal for Numerical Methods in Engineering, 33(7), 1537-1552.
Ghannad, M., & Nejad, M. Z. (2010). Elastic analysis of pressurized thick hollow cylindrical shells with clamped-clamped ends. Mechanika, 5(85), 11-18.
Ghannad, M., Nejad, M. Z., & Rahimi, G. H. (2009). Elastic solution of axisymmetric thick truncated conical shells based on first-order shear deformation theory. Mechanika, 5(79), 13-20.
Ghannad, M., Rahimi, G. H., & Nejad, M. Z. (2012). Determination of displacements and stresses in pressurized thick cylindrical shells with variable thickness using perturbation technique. Mechanics, 18(1), 14-21.
Greenspon, J. E. (1960). Vibrations of a Thick?Walled Cylindrical Shell—Comparison of the Exact Theory with Approximate Theories. The Journal of the Acoustical Society of America, 32(5), 571-578
Kang, J. H., & Leissa, A. W. (2001). Three-dimensional field equations of motion, and energy functionals for thick shells of revolution with arbitrary curvature and variable thickness. Journal of applied mechanics, 68(6), 953-954.
Mirsky, I., & Hermann, G. (1958). Axially motions of thick cylindrical shells, Journal of Applied Mechanics-Transactions of the ASME, 25, 97-102.
Naghdi, P. M., & Cooper, R. M. (1956). Propagation of elastic waves in cylindrical shells, including the effects of transverse shear and rotary inertia, Journal of the Acoustical Society of America, 29, 56-63.
Nejad, M. Z., Rahimi, G. H., & Ghannad, M. (2009). Set of field equations for thick shell of revolution made of functionally graded materials in curvilinear coordinate system. Mechanika, 3(77), 18-26.
Suzuki, K., Konno, M., & Takahashi, S. (1981). Axisymmetric vibrations of a cylindrical shell with varying thickness. Bulletin of JSME, 24, 2122-2132.
Talaee, M., Alizadeh, M., & Bakhshandeh, S. (2014). An exact analytical solution of non-Fourier thermal stress in cylindrical shell under periodic boundary condition. Engineering Solid Mechanics, 2(4), 293-302.
Vekua, I. N. (1965). The theory of thin shallow shells of variable thickness. In Proceedings of A. Razmadze Institute of Mathematics of Georgian Academy of Sciences, 30, 5-103.
Vlachoutsis, S. (1992). Shear correction factors for plates and shells. International Journal for Numerical Methods in Engineering, 33(7), 1537-1552.