Example 12-18 | Dynamic Collar on Rotating Rod | Chapter: 12 | Kinematics of a Particle

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Example 12-18
The rod OA is rotating in the horizontal plane such that
θ=(t3) rad. At the same time, the collar B is sliding outward along OA so that r=(100t2) mm. If in both cases t is in seconds, determine the velocity and acceleration of the collar when t=1s.

Dive into the captivating realm of "Kinematics of a Particle," a fundamental chapter derived from the esteemed book "Engineering Mechanics Dynamics." In this enlightening expedition, we explore the intricate dynamics governing particles in motion, uncovering the interplay between rotation and sliding motion.

📚 Book Name: Engineering Mechanics Dynamics
📝 Chapter: 12 | Kinematics of a Particle

🔍 Topic: Example 12-18 - Dynamic Collar on Rotating Rod

In this video, we immerse ourselves in the intriguing world of Example 12-18. Picture a scenario where a rod OA undergoes rotation in the horizontal plane, characterized by θ=(t3) rad. Concurrently, collar B slides outward along OA, following the trajectory r=(100t2) mm. Our mission is to unveil the velocity and acceleration of the collar when t=1s, as we traverse the fascinating terrain of combined rotational and sliding motion.

Join us as we delve into calculations, equations, and concepts to decipher the dynamic interaction between rotation and sliding. Through detailed explanations and practical insights, we aim to enrich your understanding of particle kinematics and the intricate interplay between different forms of motion.

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