1997•Engineering ComputationsRequires access

Dynamic stability of a rotating cantilever beam with in‐plane base acceleration

H.P. Lee

Open publisher page 6 citations

Abstract

Derives the equation of motion in matrix form of a rotating cantilever beam with constant in‐plane base acceleration based on Hamilton’s principle and the assumed mode method. Investigates the effects of varying parameters such as rotational speed of the beam, base radius, length, and internal damping of the beam on unstable regions.

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What this paper is about

Derives the equation of motion in matrix form of a rotating cantilever beam with constant in‐plane base acceleration based on Hamilton’s principle and the assumed mode method. Investigates the effects of varying parameters such as rotational speed of the beam, base radius, length, and internal damping of the beam on unstable regions.

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OpenAlex reports 6 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

Derives the equation of motion in matrix form of a rotating cantilever beam with constant in‐plane base acceleration based on Hamilton’s principle and the assumed mode method. Investigates the effects of varying parameters such as rotational speed of the beam, base radius, length, and internal damping of the beam on unstable regions.

Key concepts: Cantilever, Acceleration, Beam (structure), Base (topology), RADIUS, Physics, Plane (geometry), Classical mechanics

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