16–63. If the angular velocity of link AB is wAB = 3 rad/s

Описание: Problem 16–63
If the angular velocity of link AB is ωAB = 3 rad/s*, determine the *velocity of the block at C and the angular velocity of the connecting link CB at the instant θ = 45° and *φ = 30°*.

In this video, we solve Problem 16–63 using the principles of rigid body kinematics and *general plane motion*.

The solution is presented in a *clear, step-by-step manner*, beginning with the given angular velocity of link *AB*. The analysis then proceeds by:

Identifying the geometric configuration of the mechanism at θ = 45° and φ = 30°
Applying the relative velocity equation for connected rigid bodies
Relating the rotational motion of link AB to the translational motion of the block at C
Determining the velocity of the block at C
Computing the angular velocity of the connecting link CB
Resolving velocity components using the system geometry
Interpreting the combined translational and rotational motion

This problem is fundamental for understanding the kinematics of slider–link mechanisms and the *general plane motion of rigid bodies*.

This video is especially useful for:

Mechanical Engineering students
Engineering Mechanics (Dynamics) courses
Rigid Body Kinematics
Slider–link and connecting-rod mechanisms
General plane motion analysis
Exam and homework preparation

Chapter 15 Playlist:
   • Chapter 15 Kinetics Of A Particle: Impulse...  

Chapter 13 Playlist:
   • Chapter 21 | Three-Dimensional Kinetics of...  

Chapter 14 Playlist:
   • Chapter 14 - KINETICS OF A PARTICLE: WORK ...  

Chapter 21 Playlist:
   • Chapter 21 | Three-Dimensional Kinetics of...  

Complete Book Solution:
   • Engineering Dynamics Solution 14 edition  

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