Engineering Dynamics

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Course facts
  • Payment: Free, no certificate
  • Credits: Non Credit
  • Learning style: Self-paced, start anytime
  • Resources: Exam Solutions; Exams; Lecture Notes; Lecture Videos; Problem Set Solutions; Problem Sets; Problem-solving Videos
MIT OpenCourseWare details
  • As taught in: Fall 2011
  • Department: Mechanical Engineering, Civil and Environmental Engineering
Created byMIT
Available onMIT OpenCourseWareMIT OpenCourseWare

Course Details
Learning Style

Start Anytime

Level

All Levels

Study Mode

100% Online

Outcomes
Academic Credits

Non Credit

Price & Terms
Pricing Model

Free Content (No Certificate)

Technical
Content Medium

Video Based

Specification
Access

Free Access

Academic Level

Undergraduate

SKU: engineering-dynamics Category: Brand:

Engineering dynamics and vibration: reference frames, rigid body rotation, angular momentum, Lagrange’s equations and multi-degree-of-freedom vibration.

At a glance
LevelAll Levels
AccessFree access
FormatVideo Based
As taught inFall 2011
DepartmentMechanical Engineering, Civil and Environmental Engineering
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Machines move, rotate and vibrate, and engineers need models that predict how. This course introduces the dynamics and vibration of lumped-parameter models of mechanical systems, in recorded lectures with physical and computational demonstrations, recitation videos and notes: Newton’s laws and reference frames, kinematics and rotational motion, angular momentum and torque, free body diagrams and fictitious forces, rigid body rotation, Lagrange’s equations, and the vibration of single and multi-degree-of-freedom systems.

What You Will Achieve

  • Describe the motion of particles and rigid bodies in moving reference frames
  • Derive equations of motion with free body diagrams, angular momentum and torque
  • Apply Lagrange’s equations to systems of particles and rigid bodies
  • Analyze mechanical vibration in single and multi-degree-of-freedom systems using mode superposition


Program Overview

Kinematics and Newton’s Laws

Describing motion and the forces behind it.

  • Newton’s laws, vectors and reference frames
  • Velocity, acceleration and rotational motion
  • Free body diagrams and fictitious forces

Rigid Body Dynamics

Rotation and how to get equations of motion.

  • Angular momentum and torque
  • Angular momentum of rotating masses and rigid bodies
  • Equations of motion for rigid body rotation
  • Lagrange’s equations

Vibration

How mechanical systems oscillate, and how to tame it.

  • Mechanical vibration
  • Reducing problem vibration
  • Multi-degree-of-freedom systems
  • Vibration analysis by mode superposition

Course Completion


Job Outlook

Engineering dynamics is used in mechanical, aerospace and automotive engineering, robotics, structural vibration analysis and machine design.


Before you start: In order to take this course at MIT, students are expected to be comfortable with the material from the following subjects: Math Requirements; 18.01SC, 18.02SC, 18.03SC; Physics Requirements; 8.01SC

Our take

Good for: Engineering learners who want a solid, well-supported course in dynamics and vibration, with full solutions to practice on.

Keep in mind: Each lecture is paired with a reading from the course text, and the small recitation sections were for enrolled students; videos of one section stand in for them.

Bottom line: A complete recorded course in engineering dynamics and vibration, with solved problems and exams.

Frequently Asked Questions

What comes with the lecture videos?

Videos of one professor's recitation sections, recitation notes by another, lecture notes, problem sets and exams, all with solutions, and concept questions that go with the problems.

Can I jump to a specific topic in a lecture?

Yes. Each lecture and recitation video can be watched whole, or you can jump to particular points using the concept links listed below it.

How are the problem sets built?

They combine full problems with multiple-choice concept questions tied to those problems, and you answer the concept questions first.

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