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• Pasternak, P.L., On a new method of analysis of an elastic foundation by means of two foundation constants, Gosstroyizdat, Moscow, 1954.
• Zamani, H.A., Aghdam, M.M., Sadighi, M., Free vibration analysis of thick viscoelastic composite plates on visco-Pasternak foundation using higher-order theory. Composite Structures, 182, 25-35, 2017.
• Duc, N.D., Quang, V.D., Anh, V.T.T., The nonlinear dynamic and vibration of the S-FGM shallow spherical shells resting on an elastic foundations including temperature effects. International Journal of Mechanical Sciences, 123, 54-63, 2017.
• Zenkour, A.M., Radwan, A.F., Free vibration analysis of multilayered composite and soft core sandwich plates resting on Winkler–Pasternak foundations. Journal of Sandwich Structures & Materials, 20, 169-190, 2016.
• Quan, T.Q., Duc, N.D., Nonlinear vibration and dynamic response of shear deformable imperfect functionally graded double-curved shallow shells resting on elastic foundations in thermal environments. Journal of Thermal Stresses, 39, 437-459, 2016.
• Park, K.J., Kim, Y.W., Vibration characteristics of fluid-conveying FGM cylindrical shells resting on Pasternak elastic foundation with an oblique edge. Thin-Walled Structures, 106, 407-419, 2016.
• Ninh, D.G., Bich, D.H., Nonlinear thermal vibration of eccentrically stiffened Ceramic-FGM-Metal layer toroidal shell segments surrounded by elastic foundation. Thin-Walled Structures, 104, 198-210, 2016.
• Jung, W.Y., Han, S.C., Park, W.T., Four-variable refined plate theory for forced-vibration analysis of sigmoid functionally graded plates on elastic foundation. International Journal of Mechanical Sciences, 111, 73-87, 2016.
• Kim, Y.W., Free vibration analysis of FGM cylindrical shell partially resting on Pasternak elastic foundation with an oblique edge. Composites Part B: Engineering, 70, 263-276, 2015.
• Asanjarani, A., Satouri, S., Alizadeh, A., Kargarnovin, M.H., Free vibration analysis of 2D-FGM truncated conical shell resting on Winkler–Pasternak foundations based on FSDT. Proceedings of the Institution of Mechanical Engineers, Part C: Journal of Mechanical Engineering Science, 229, 818-839, 2015.
• Ahmed, M.K., Effects of non-uniform Winkler foundation and non-homogeneity on the free vibration of an orthotropic elliptical cylindrical shell. European Journal of Mechanics-A/Solids, 49, 570-581, 2015.
• Bich, D.H., Duc, N.D., Quan, T.Q., Nonlinear vibration of imperfect eccentrically stiffened functionally graded double curved shallow shells resting on elastic foundation using the first order shear deformation theory. International Journal of Mechanical Sciences, 80, 16-28, 2014.
• Thai, H.-T., Park, M., Choi, D.-H., A simple refined theory for bending, buckling, and vibration of thick plates resting on elastic foundation. International Journal of Mechanical Sciences, 73, 40-52, 2013.
• Sobhy, M., Buckling and free vibration of exponentially graded sandwich plates resting on elastic foundations under various boundary conditions. Composite Structures, 99, 76-87, 2013.
• Kamranfard, M., Saidi, A., Naderi, A., Analytical solution for vibration and buckling of annular sectorial porous plates under in-plane uniform compressive loading. Proceedings of the Institution of Mechanical Engineers, Part C: Journal of Mechanical Engineering Science, 232, 2211-2228, 2018.
• Turan, F., Natural frequencies of porous orthotropic two-layered plates within the shear deformation theory. CHALLENGE, 9, 1-11, 2023.
• Wang, Y.Q., Electro-mechanical vibration analysis of functionally graded piezoelectric porous plates in the translation state. Acta Astronautica, 143, 263-271, 2018.
• Rezaei, A., Saidi, A., An analytical study on the free vibration of moderately thick fluid-infiltrated porous annular sector plates. Journal of Vibration and Control, 24, 4130-4144, 2018.
• Barati, M.R., Zenkour, A.M., Electro-thermoelastic vibration of plates made of porous functionally graded piezoelectric materials under various boundary conditions. Journal of Vibration and Control, 24, 1910-1926, 2018.
• Barati, M.R., Vibration analysis of porous FG nanoshells with even and uneven porosity distributions using nonlocal strain gradient elasticity. Acta Mechanica, 229, 1183-1196, 2018.
• Wang, Y., Wu, D., Free vibration of functionally graded porous cylindrical shell using a sinusoidal shear deformation theory. Aerospace Science and Technology, 66, 83-91, 2017.
• Shojaeefard, M.H., Googarchin, H.S., Ghadiri, M., Mahinzare, M., Micro temperature-dependent FG porous plate: Free vibration and thermal buckling analysis using modified couple stress theory with CPT and FSDT. Applied Mathematical Modelling, 50, 633-655, 2017.
• Akbaş, Ş.D., Vibration and static analysis of functionally graded porous plates. Journal of Applied and Computational Mechanics, 3, 199-207, 2017.
• Rezaei, A., Saidi, A., Exact solution for free vibration of thick rectangular plates made of porous materials. Composite Structures, 134, 1051-1060, 2015.
• Demir, Y., Turan, F., Stability of Porous Orthotropic Cylindrical Panel Resting On Winkler Foundation via Hyperbolical Shear Deformation Theory, in: 10. International Congress of Academic Research, Bolu, 2023, pp. 124-133.
• Kumar, V., Singh, S., Saran, V.H., Harsha, S.P., Vibration characteristics of porous FGM plate with variable thickness resting on Pasternak's foundation. European Journal of Mechanics-A/Solids, 85, 104124, 2021.
• Tran, T.T., Tran, V.K., Pham, Q.-H., Zenkour, A.M., Extended four-unknown higher-order shear deformation nonlocal theory for bending, buckling and free vibration of functionally graded porous nanoshell resting on elastic foundation. Composite Structures, 264, 113737, 2021.
• Balak, M., Jafari Mehrabadi, S., Mohseni Monfared, H., Feizabadi, H., Free vibration behavior of an elliptical sandwich microplate, consisting of a saturated porous core and two piezoelectric face layers, standing on an elastic foundation. Acta Mechanica, 233, 3253-3290, 2022.
• Pham, Q.-H., Tran, T.T., Tran, V.K., Nguyen, P.-C., Nguyen-Thoi, T., Zenkour, A.M., Bending and hygro-thermo-mechanical vibration analysis of a functionally graded porous sandwich nanoshell resting on elastic foundation. Mechanics of Advanced Materials and Structures, 29, 5885-5905, 2022.
• Shahverdi, H., Barati, M.R., Vibration analysis of porous functionally graded nanoplates. International Journal of Engineering Science, 120, 82-99, 2017.
• Chen, Z., Qin, B., Zhong, R., Wang, Q., Free in-plane vibration analysis of elastically restrained functionally graded porous plates with porosity distributions in the thickness and in-plane directions. The European Physical Journal Plus, 137, 1-21, 2022.
• Ebrahimi, F., Dabbagh, A., Taheri, M., Vibration analysis of porous metal foam plates rested on viscoelastic substrate. Engineering with Computers, 37, 3727-3739, 2021.
• Akhavan, H., Hashemi, S.H., Taher, H.R.D., Alibeigloo, A., Vahabi, S., Exact solutions for rectangular Mindlin plates under in-plane loads resting on Pasternak elastic foundation. Part II: Frequency analysis. Computational Materials Science, 44, 951-961, 2009.
• Talebizadehsardari, P., Salehipour, H., Shahgholian-Ghahfarokhi, D., Shahsavar, A., Karimi, M., Free vibration analysis of the macro-micro-nano plates and shells made of a material with functionally graded porosity: A closed-form solution. Mechanics Based Design of Structures and Machines, 50, 1054-1080, 2022.