Foundations of Physics PHYS1001  - Details

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First Year Course


Offered By: Dept of Quantum Science
Academic Career: Undergraduate
Course Subject: Physics
Offered in: First Semester, 2010
Unit Value: 6 units
Course Description:

This course introduces students to the key concepts in physics in the areas of mechanics, electricity and magnetism and waves and optics. It is an algebra-based course suitable for those who wish to undertake some physics but do not have a strong mathematical background. This course can be taken as a bridging course by students without prior physics background who wish to enrol in Advanced Physics in subsequent years.  It is part of the ANU College Foundations Studies program.

Learning Outcomes:

On satisfying the requirements of this course, students will have the knowledge and skills to:

1. explain basic principles of physics related to mechanics, energy, waves, simple optical systems, electricity and simple circuit analysis, and electric and magnetic fields
2. apply problem-solving to problems in theoretical physics, including construction and use of simple mathematical models
3. design and implement experiments to solve problems in physics, including analysis and interpretation of experimental data
4. communicate about aspects of physics effectively in oral and written styles appropriate to the audience, including formal laboratory reports
5. find, interpret and use relevant information sources on physics.

Indicative Assessment:

Assessment will be based on:

  • Examination (50%; LO 1, 2)
  • Laboratory reports (30%; LO 1, 3, 4)
  • Two written assignments (10% each; LO 1, 2, 4, 5)
Workload:

Three one-hour lectures, the equivalent of 3 laboratory hours and a one-hour tutorial each week.

Areas of Interest: Physics
Requisite Statement:

No previous knowledge of physics is assumed though some background will be useful. Only basic mathematical methods will be employed. This course cannot be taken concurrently with or after successful completion of PHYS1101/PHYS1201.

Science Group: A
Academic Contact: Dr Craig Savage