Pasternak基礎上の熱勾配をもつ変断面片持ち板の振動および座屈

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概要

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• Vibration and buckling of a non-uniform rectangular cantilever plate on Pasternak foundation which is an elastic foundation with a rate-independent shear layer interposed between the plate and the foundation under a steady, one-dimensional temperature gradient is studied. The problem is solved by using the Ritz method. The trial functions are assumed by beam functions which satisfy the geometric boundary conditions. The present results are compared with those of the previous solutions. Natural frequencies and bucking load are shown for various parameters of Pasternak foundation, tapers of the rectangular plate and thermal gradient.

• 長崎大学工学部の論文

著者

• 古谷 寿章

  日立造船(株)

関連論文

• Pasternak基礎上の温度勾配をもつ変断面長方形板の振動,座屈および動的安定性
• 弾性支持される変断面片持ち長方形板の振動,座屈および動的安定性
• Pasternak基礎上の熱勾配をもつ変断面片持ち板の振動および座屈

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