This course, Engineering Dynamics, was taught in Fall 2011 and focuses on applying energy methods to derive equations of motion for mechanical systems. It introduces the use of Lagrange Equations, a method developed by the French mathematician Lagrange in the early 19th century. The course covers expressing kinetic and potential energies of rigid bodies, and understanding the work done by non-conservative external forces, also known as generalized forces. This approach is fundamental to analyzing the dynamics of mechanical systems.
The course materials include lecture videos, notes, problem sets, and exams. Key topics covered are related to Lagrange Equations and their application.
This course focuses on fundamental engineering dynamics principles, equipping students with analytical skills applicable to various engineering fields. Graduates can pursue roles in research, design, and analysis within mechanical, civil, and related engineering disciplines.
This course is offered through MIT OpenCourseWare and does not have associated tuition or living costs for access to the materials.
This course is offered through MIT OpenCourseWare and does not have associated tuition or living costs for access to the materials.
The course focuses on applying energy methods to derive equations of motion for mechanical systems, including the use of Lagrange Equations. It also covers kinetic and potential energies of rigid bodies and the work done by non-conservative external forces.
The course materials include lecture videos, detailed lecture notes, problem sets with solutions, and recitation sessions with notes.
Graduates can pursue roles such as Mechanical Engineer, Civil Engineer, Dynamics Analyst, Systems Engineer, or Research Scientist within various engineering disciplines.
This course, Engineering Dynamics, was taught in Fall 2011. It is available through MIT OpenCourseWare.