Slipping Octagon

The double-cone system is known as one of the mechanical miracles of Physics. Our task for today is to systematically derive the equation of motion of the ’Double-Cone’ system using Lagrangian formalism withsome approximations and [then] experimentally verify our theoretical predictions based on that [to be derived] model.

Approximate Physical Model of the Double-Cone The double-cone system is known as one of the mechanical miracles of Physics. Our task for today is to systematically derive the equation of the motion of the ’Double-Cone’ system using Lagrangian formalism with some approximations and [then]

𝗔𝗯𝘀𝘁𝗿𝗮𝗰𝘁: The research led us to a generalized formulation for the N-Pendulum [Simple] system, encompassing both dragless and drag-inclusive scenarios. The mathematical framework presented herein provides a comprehensive and rigorous basis for understanding the dynamic behavior of such pendulum configurations.

Our curiosity led us to explore the behavior of an infinite pendulum system. Subsequently, we engaged in a research endeavor driven by
our inquisitive nature.

𝗔𝘂𝘁𝗵𝗼𝗿𝘀: Atik Faysal Fardin (I) & Abrar Shahriar

Generalized Equation of motion for N-Pendulum The research led us to a generalized formulation for the N-Pendulum [Simple] system, encompassing both dragless and drag-inclusive scenarios. The mathematical framework presented herein provides a comprehensive and rigorous basis for understanding

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