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)
PHYSICS
Physics is the natural science that studies matter and its motion and behavior through space and time and that studies the related entities of energy and force. Physics is one of the most fundamental scientific disciplines, and its main goal is to understand how the universe behaves.
Major: PHYSICS
Major code: 7440102
Subject group: Maths, Physics, Chemistry/ Maths, Physics, English.
1. Training objectives
Physics undergraduates are trained to gain:
- professional expertise, political qualities, ethics and good health;
- a basic knowledge of Mathematics, Computer Science, along with specialized knowledge and in-depth knowledge of Physics and practical skills required;
- logical and creative thought.
2. Program Strengths
- developed on the basis of the standard program promulgated by the Ministry of Education and Training;
- in consultation with programs administered by other universities both at home and abroad;
- updated regularly to meet current requirements.
3. Program contents
+ General education knowledge
+ Professional educational knowledge
- Basic subjects: Atomic and Nuclear Physics; Quantum mechanics; Statistical Physics; Solid-state Physics.
- Specialized subjects: Semiconductor Physics; Magnetism and Superconductivity; Optical Properties of Solids; Material Analysis Techniques; Solid State Physics Experiment.
+ Skills accumulated
- able to use some basic and modern methods and technologies to tackle Physics problems and efficiently utilize modern equipment in scientific research;
- able to think creatively to solve practical problems of Physics;
- able to use English in daily communication, read and translate specialized documents;
- capable of self-study, research and self-employment.
4. Qualities and skills required
+ Qualities required
- job dedication, discipline, responsibility; honesty;
- unity, cooperation and collaboration with colleagues;
- a healthy and civilized lifestyle consistent with the national identity; exemplary and scientific working style.
+ Skills required
- able to gain a wide knowledge of Physics to solve General Physics problems, explain physical phenomena in nature and account for physical applications in technology and life;
- able to teach Physics at high school, fulfil teachers’ tasks and meet the educational requirements;
- proficient in using specialized tools and equipment;
- able to use English to communicate and study specialized documents in English.
5. Job opportunities
- able to teach at colleges and universities;
- able to work at research institutes and centers, companies and establishments trading in scientific and technical equipment.
6. Qualifications
• A bachelor’s degree in Physics
7. Opportunity for further study
• - able to go on to graduate school
8. Alumni’s reflections
“The Department of Physics, Quy Nhon University, is one of the best places for training teachers and Bachelors of Science. The faculty members are all highly-qualified and dedicated. Additionally, the training program is always up-to-date in accordance with current educational requirements, together with modern learning and research equipment. I am proud to be one of the alumni of the Department of Physics.”
• Vo Thanh Duoc, ’13
• Physics alumnus
• PhD student of Hanoi University of Science and Technology
• Email:thanhduoc.hust@gmail.com
• Mobile: 01689953537
9. Strategic partnership
• High schools in the South Central Coast and Central Highlands
• AIST and ITIM institutes (Hanoi University of Science and Technology),
• KU Leuven (Belgium)
For further information, please contact:
Doan Minh Thuy, PhD
Email: doanminhthuy@qnu.edu.vn
Tel: 0913429547
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9. Đối tác chiến lược
- Các trường THPT ở Nam trung bộ và Tây nguyên
- Các viện AIST, ITIM (ĐHBK Hà Nội),
- Trường ĐH KU Leuven (Vương quốc Bỉ)
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