Axisymmetric Buckling Analysis of Porous Truncated Conical Shell Subjected to Axial Load

Subject Areas : Engineering

M Zarghami Dehaghani ¹ (Department of Mechanical Engineering, South Tehran Branch, Islamic Azad University, Tehran, Iran)
M Jabbari ² (Department of Mechanical Engineering, South Tehran Branch, Islamic Azad University, Tehran, Iran)

Received: 2017-03-02 Accepted : 2017-04-25 Published : 2017-06-30

Keywords:

References:

[1] Detournay E., Cheng A.H.D., 1993, Fundamentals of Poroelasticity, Chapter 5 in Comprehensive Rock Engineering: Principles, Practice and Projects, Vol. II, Analysis and Design Method, ed. C. Fairhurst, Pergamon Press.
[2] Seide P., 1956, Axisymmetric buckling of circular cones under axial compression, Journal of Applied Mechanics 23: 625-628.
[3] Seide P., 1961, Buckling of circular cones under axial compression, Journal of Applied Mechanics 28: 315-326.
[4] Singer J., 1961, Buckling of circular conical shells under axisymmetrical external pressure, Journal of Mechanical Engineering Science 3: 330-339.
[5] Baruch M., Singer J., 1965, General instability of stiffened conical shells under hydrostatic pressure, Aeronautical Quarterly 26: 187-204.
[6] Baruch M., Harari O., Singer J., 1967, Influence of in-plane boundary conditions on the stability of conical shells under hydrostatic pressure, Israel Journal of Technology 5(1-2): 12-24.
[7] Baruch M., Harari O., Singer J., 1970, Low buckling loads of axially compressed conical shells, Journal of Applied Mechanics 37: 384-392.
[8] Singer J., 1962, Buckling of orthotropic and stiffened conical shells, NASA TN D-1510: 463-479.
[9] Singer J., 1963, Donnell-type equations for bending and buckling of orthotropic conical shells, Journal of Applied Mechanics 30: 303-305.
[10] Weigarten V.I., Seide P., 1965, Elastic stability of thin walled cylindrical and conical shells under combined external pressure and axial compression, AIAA Journal 3: 913-920.
[11] Weigarten V.I., Seide P., 1965, Elastic stability of thin walled cylindrical and conical shells under combined internal pressure and axial compression, AIAA Journal 3: 1118-1125.
[12] Ari-Gur J., Baruch M., Singer J., 1979, Buckling of cylindrical shells under combined axial preload, nonuniform heating and torque, Experimental Mechanics 19: 406-410.
[13] Lu S.Y., Chang L.K., 1967, Thermal buckling of conical shells, AIAA Journal 5(10): 1877-1882.
[14] Tani J., 1984, Buckling of truncated conical shells under combined pressure and heating, Journal of Thermal Stresses 7: 307-316.
[15] Bhangale R., Ganesan N., Padmanabhan C.h., 2006, Linear thermoelastic buckling and free vibration behavior of functionally graded truncated conical shells, Journal of Sound and Vibration 292: 341-371.
[16] Sofiyev A.H., 2007, Thermo-elastic stability of functionally graded truncated conical shells, Composite Structures 77: 56-65.
[17] Naj R., Sabzikar M., Eslami M.R., 2008, Thermal and mechanical instability of functionally graded truncated conical shells, Thin-Walled Structures 46: 65-78.
[18] Sofiyev A.H., Kuruoghlu N., Turkmen M., 2009, Buckling of FGM hybrid truncated conical shells subjected to hydrostatic pressure, Thin-Walled Structures 47: 61-72.
[19] Sofiyev A.H.,2009, The vibration and stability behavior of freely supported FGM conical shells subjected to external pressure, Composite Structures 89: 356-366.
[20] Sofiyev A.H., 2010, The buckling of FGM truncated conical shells subjected to combined axial tension and hydrostatic pressure, Composite Structures 92: 488-498.
[21] Sofiyev A.H., 2010, Buckling analysis of FGM circular shells under combined loads and resting on the Pasternak type elastic foundation, Mechanics Research Communications 37: 539-544.
[22] Sofiyev A.H., 2011, Thermal buckling of FGM shells resting on a two-parameter elastic foundation, Thin-Walled Structures 49: 1304-1311.
[23] Bich D., Phoung N., Tung H., 2012, Buckling of functionally graded conical panels under mechanical loads, Composite Structures 94: 1379-1384.
[24] Sofiyev A.H., 2011, Influence of the initial imperfection on the non-linear buckling response of FGM truncated conical shells, International Journal of Mechanical Sciences 53: 753-762.
[25] Mirzavand B., Eslami M.R., 2011, A closed-form solution for thermal buckling of piezoelectric FGM hybrid cylindrical shells with temperature dependent properties, Mechanics of Advanced Materials and Structures 18: 185-193.
[26] Jabbari M., Mojahedin A., Haghi M., 2014,Buckling analysis of thin circular FG plates made of saturated porous-soft ferromagnetic materials in transverse magnetic field, Thin-Walled Structures 85: 50-56.
[27] Jabbari M., Farzaneh Joubaneh E., Mojahedin A.,2014,Thermal buckling analysis of porous circular plate with piezoelectric actuators based on first order shear deformation theory, International Journal of Mechanical Sciences 83: 57-64.
[28] Jabbari M., Farzaneh Joubaneh E., Khorshidvand A.R., Eslami M.R., 2013, Buckling analysis of porous circular plate with piezoelectric actuator layers under uniform radial compression, International Journal of Mechanical Sciences 70: 50-56.
[29] Magnucka-Blandzi E., 2008, Axi-symmetrical deflection and buckling of circular porous-cellular plate, Thin-Walled Structures 46(3): 333-337.
[30] Liu P.S., 2011, Failure by buckling mode of the pore-strut for isotropic three-dimensional reticulated porous metal foams under different compressive loads, Materials & Design 32(6): 3493-3498.
[31] Nguyen D.D., Pham H.C., Vu M.A., Vu D.Q., Phuong T., Ngo D.T., Nguyen H.T., 2015,Mechanical and thermal stability of eccentrically stiffened functionally graded conical shell panels resting on elastic foundations and in thermal environment, Composite Structures 132: 597-609.
[32] Meyers C.A., Hyer M.W., 1991, Thermal buckling and postbuckling of symmetrically laminated composite plates, Journal of Thermal Stresses 14: 519-540.