2D Kinematics of Rigid Bodies - Engineering Mechanics (Undergraduate Advanced)
75
42 hrs
[OAU, Ife] MEE 206: Engineering Mechanics II - DynamicsComprehensive treatise of motion of particles and rigid bodies, with focus on the motion of engineering mechanisms.
Curated for second-year students of engineering and at Obafemi Awolowo University, Ile-Ife, Nigeria. Students and professionals with similar learning goal will also find this learning track useful.
Comprehensive treatise of motion of particles and rigid bodies, with focus on the motion of engineering mechanisms. Curated for second-year students of engineering and at Obafemi Awolowo University, Ile-Ife, Nigeria. Students and professionals with similar learning goal will also find this learning track useful.
[UNILAG, Akoka] MEG 224: Engineering Mechanics - DynamicsComprehensive treatise of motion of particles and rigid bodies, with focus on the motion of engineering mechanisms.
Curated for second-year students of engineering and at University Of Lagos, Akoka, Nigeria. Students and professionals with similar learning goal will also find this learning track useful.
Comprehensive treatise of motion of particles and rigid bodies, with focus on the motion of engineering mechanisms. Curated for second-year students of engineering and at University Of Lagos, Akoka, Nigeria. Students and professionals with similar learning goal will also find this learning track useful.
Course Chapters
1. Introduction7
Meaning of rigid bodies; different kinds of motion undergone by rigid bodies.
Chapter lessons
1-2. Rigid bodies20:58
2. Rotation About a Fixed Axis (1)58
Kinematics of angular motion of a rigid body (or a line on a rigid body) undergoing rotation about a fixed axis.
Chapter lessons
2-1. Angular displacement17:05
2-2. Angular velocity6:45
2-3. Angular acceleration5:59
2-4. Differential relations6:03
2-5. Constant angular acceleration13:33
3. Rotation About a Fixed Axis (2)39
Kinematics of curvilinear motion of a point on a rigid body undergoing rotation about a fixed axis, and its applications in gears, pulleys, etc.
Chapter lessons
3-1. Scalar equations20:01
Scalar equations of motion of a point on a rigid body undergoing rotation about a fixed axis.
3-2. Vector equations34:10
Scalar equations of motion of a point on a rigid body undergoing rotation about a fixed axis.
3-3. Applications18:36
Applications of the motion of a point on a rigid body undergoing rotation about a fixed axis - gears, pulleys and their connections.
4. Absolute Motion Analysis110
Kinematics of general plane motion of rigid bodies by relating the angular motion of a line to the motion of a point on the same rigid body or different rigid bodies with dependent motion.
Chapter lessons
4-1. Procedure22:31
General analysis procedure for kinematics of general plane motion of rigid bodies by relating the angular motion of a line to the motion of a point on the same rigid body or different rigid bodies with dependent motion.
5. Relative Velocity Analysis18
Kinematics of motion of a rigid body undergoing general plane motion using the velocity of a point relative to another point on the same rigid body.
Chapter lessons
5-1. Procedure35:31
General procedure for kinematics of motion of a rigid body undergoing general plane motion using the velocity of a point relative to another point on the same rigid body.
6. Instantaneous Centre of Rotation14
7. Relative Acceleration Analysis14
Acceleration analysis of the motion of a rigid body undergoing general plane motion using the acceleration of a point relative to another point on the same rigid body.
Chapter lessons
7-1. Procedure29:39
General procedure for acceleration analysis of the motion of a rigid body undergoing general plane motion using the acceleration of a point relative to another point on the same rigid body.
8. Motion Relative to a Rotating Frame25
Kinematics of motion of a rigid body undergoing general plane motion using parameters measured relative to a reference frame in rotation.
Chapter lessons
8-1. Rate of change of a vector45:18
What is the rate of change of a vector defined in a rotating frame of reference, as observed from a fixed frame of reference?
8-2. Velocity and acceleration30:19
Velocity and acceleration of a point on a rigid body, measured relative to a frame in rotation.