Ozmen, RamazanEsen, Ismail2024-09-292024-09-2920230001-59701619-6937https://doi.org/10.1007/s00707-023-03679-zhttps://hdl.handle.net/20.500.14619/3892This study uses higher-order plate and nonlocal strain gradient elasticity theories to investigate the thermo-mechanical bending wave propagation of porous functionally graded embedded nanoplates in thermal and magnetic fields. The wave propagation equation is derived using Hamilton's principle, including the external forces from the thermal, Lorentz, and viscoelastic medium. The porosity in the nanoplate was considered with four different models due to its ceramic and metal composition. All of the factors influencing the bending wave propagation properties of the nanoplate, such as the porosity density (volume fraction) and its dispersion form, magnetic field intensity, thermal load, and the visco-elastic foundation stiffnesses, have been thoroughly investigated. This study demonstrated that the magnetic field's strength and visco-elastic bases could be used to control the frequency, wave propagation, and phase velocity properties of porous nanoplates exposed to thermal loads. These findings will aid in the precise design of nanosensor systems that can withstand extreme temperature differences in aerospace applications while performing their intended functions.eninfo:eu-repo/semantics/closedAccessShear Deformation-TheoryDynamic-ResponseFree-VibrationViscoelastic GrapheneNonlinear VibrationCarbon NanotubesPlatesSurfaceBeamsElasticityArticle10.1007/s00707-023-03679-z2-s2.0-85168386212564511Q25621234WOS:001051620100001Q2