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The study of dynamic systems focuses on the behavior of physical systems as well as the physics of individual components and the interactions between them. Control systems are designed to enable dynamic systems to respond in a specific manner. In this course, we will learn about the mathematical modeling, analysis, and control of physical systems that are in rest, in motion, or acted upon by a force. Dynamic systems can be mechanical, electrical, thermal, hydraulic, pneumatic, or any combination thereof. An electrical motor is a good example of a dynamic system in which electricity is used to drive the motor’s mechanical movement. The operation of the motor is controlled by altering the electric current or voltage. Another good example is a car’s suspension system, which is designed to curb abnormal vibrations while riding on a bumpy road. In order to design a suspension system, you must analyze the mathematical equations of the physics of the suspension and its response (i.e. how effectivel… Details:
http://www.saylor.org/courses/me401/
Categories:
Physical Sciences
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AlternativesIf you know any alternatives, please let us know. PrerequisitesIf you can suggest any prerequisite, please let us know. Certification Exams-- there are no exams to get certification after this course --If your company does certification for those who completed this course then register your company as certification vendor and add your exams to the Exams Directory. |
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