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- W2371459430 abstract "Homogeneous thin rod with a weight added without considering resistance was taken as a physical model in this paper.Based on the nonlinear differential equation,the cycle of pendulum for three different situations was studied based on the Mathematica simulation.Some figures according to the numerical solution are also presented.It is assumed that the numerical solution has a high accuracy,which will extend way and method of the research into the pendulum cycle.It is hoped that the numerical study in this paper will be useful for further investigation of the pendulum cycle." @default.
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- W2371459430 date "2012-01-01" @default.
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- W2371459430 title "Investigation of Period for Weighted Compound Pendulum Without Resistance by Mathematica Software" @default.
- W2371459430 hasPublicationYear "2012" @default.
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