Infulences of Temperature Changes on Vibration and Buckling of Rectangular Plates
抄録
The fundamental equation of nonlinear flexural vibration for a rectangular elastic plate, subjected to the change in temperature is solved by employing a Galerkin method for space variables and the harmonic balance method for time variable, and the influences of temperature change and large amplitude on the frequency of free vibration are established. Some numerical escamples are given for a plate with hinged edges and clamped edges, and it is shown that the effects mentined above are considerably large.
長方形板の振動および座屈挙動に及ぼす温度変化の影響
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