NAFEMS Forced Vibration Benchmarks Contents Simply-Supported Thin Plate Under Suddenly-Applied Pressure Calculate the peak UZ displacement and bending stress (SY or SX) at the center of a simply-supported square plate of side 10 m and thickness 0.05 m subjected to a suddenly-applied normal pressure of 100 N/m2. Simply Supported Thin Plate Under Periodic Pressure Calculate the peak UZ displacement and bending stress (SY or SX) at the center of a simply supported square plate of side 10 m and thickness 0.05 m subjected to a periodic pressure load defined with respect to time. Simply-Supported Thin Plate Under Harmonic Pressure Calculate the peak UZ displacement and bending stress (SY or SX) at the center of a simply-supported square plate of side 10 m and thickness 0.05 m subjected to a steady-state harmonic pressure. Simply-Supported Thin Plate Under Random Load Calculate the peak UZ displacement at the center of a simply-supported square plate of side 10 m and thickness 0.05 m subjected to a pressure of uniform power spectral density of (100 N/m2)2 /Hz. Simply-Supported Thick Plate Under Suddenly Applied Pressure Calculate the peak UZ displacement and bending stress (SY or SX) at the center of a simply-supported square plate of side 10 m and thickness 1.0 m subjected to a suddenly-applied normal pressure of 106 N/m2. Simply Supported Thick Plate Under Periodic Pressure Calculate the peak UZ displacement and bending stress (SY or SX) at the center of a simply supported square plate of side 10 m and thickness 1.0 m subjected to a periodic pressure load defined with respect to time. Simply-Supported Thick Plate Under Harmonic Pressure Calculate the peak UZ displacement and bending stress (SY or SX) at the center of a simply-supported square plate of side 10 m and thickness 1.0 m subjected to a steady-state harmonic pressure. Simply-Supported Thick Plate Under Random Load Calculate the peak UZ displacement at the center of a simply-supported square plate of side 10 m and thickness 1.0 m subjected to a pressure of uniform power spectral density of (10 6N/m2)2 /Hz. Parent topicNAFEMS Benchmark Problems