A masters is the first level of graduate coursework and can be obtained after you receive a bachelor’s degree. Earning a masters usually requires two years of full-time study, which amounts to 36 to 54 semester credits.
Robotics, a field that was only theoretical a few decades ago, has become indispensable to a number of industries all around the world. Students should have knowledge of mathematics and sciences to provide a foundation for the coursework in technology and engineering necessary for a career in robotics.
The United States of America is a large country in North America, often referred to as the "USA", the "US", the "United States", "America", or simply "the States". American colleges are funded by "tuition" charged to the student, which is often quite expensive, very commonly reaching into the tens of thousands of dollars per year.
Contact Universities Best Part time Master's Programs in Robotics in USA 2019
Our robotics masters program, offered by the Maryland Robotics Center and Institute for Systems Research, is designed to meet the educational needs of engineering professionals currently working in or wishing to enter the fast-growing field of robotics and autonomous systems. Our program curriculum is designed to build understanding and expertise in robotics design, modeling, control systems, autonomous vehicle planning and perception, machine learning, and human-robot interaction. With a range of technical electives, students pursuing a robotics engineering degree are able to tailor their coursework towards their area of interest in robotics including artificial intelligence, computer vision and perception, space and planetary robotics, robot kinematics and dynamics, control, networked robotic systems, robotics at micro and Nano scale, and rehabilitation robotics. [+]
Requirements specific to the robotics engineering program include:A bachelor's degree, GPA of 3.0 or better, in aerospace, civil, computer, electrical, industrial, or mechanical engineering from an accredited institution Completion of calculus I, II, and III and differential equations [-]