Astronautics and Aeronautics
Field of study: 01.04.03 Mechanics and Mathematical Modeling
Level and credentials: Master’s Degree (UNESCO ISCED-2011 Level 7)
Program manager:
Mr. Ruslan Pikalov
Department Theoretical Mechanics, head
E-mail: pikalov.rs@ssau.ru
Language of instruction: Russian
Mode of study: full-time
Duration: 2 years
Full tuition scholarship: available through "Education in the Russian Federation for Foreigners"
Tuition fee: 157, 600 RUB per year
About the program
The Master’s program will introduce you to the dynamics of space systems, mathematical modeling of their motion, stabilization and research of motion stability. The research focuses on simple and composite spacecraft, tether systems, spacecraft with elastic elements, spacecraft carrying large amounts of liquid propellant, landing modules and other mechanical systems used in space applications.
Intended learning outcomes
Through the course of your studies, you will gain abilities to:
– develop and carry out research using mathematical methods and computer technology;
– solve complex problems using software and mathematical modeling of processes and objects;
– develop effective methods of solving problems related to natural science, engineering, economics and management;
– provide software and information support for research, engineering, management, design, scientific and operational activities;
– teach a number of mathematical related disciplines (including Computer Science).
Graduate destinations
Engineer
Programmer
Mathematical Modeler
IT Engineer
Scientist
Researcher
Manager
Administrator
Lecturer
Level and credentials: Master’s Degree (UNESCO ISCED-2011 Level 7)
Program manager:
Mr. Ruslan Pikalov
Department Theoretical Mechanics, head
E-mail: pikalov.rs@ssau.ru
Language of instruction: Russian
Mode of study: full-time
Duration: 2 years
Full tuition scholarship: available through "Education in the Russian Federation for Foreigners"
Tuition fee: 157, 600 RUB per year
About the program
The Master’s program will introduce you to the dynamics of space systems, mathematical modeling of their motion, stabilization and research of motion stability. The research focuses on simple and composite spacecraft, tether systems, spacecraft with elastic elements, spacecraft carrying large amounts of liquid propellant, landing modules and other mechanical systems used in space applications.
Intended learning outcomes
Through the course of your studies, you will gain abilities to:
– develop and carry out research using mathematical methods and computer technology;
– solve complex problems using software and mathematical modeling of processes and objects;
– develop effective methods of solving problems related to natural science, engineering, economics and management;
– provide software and information support for research, engineering, management, design, scientific and operational activities;
– teach a number of mathematical related disciplines (including Computer Science).
Graduate destinations
Engineer
Programmer
Mathematical Modeler
IT Engineer
Scientist
Researcher
Manager
Administrator
Lecturer
