|NAME OF COURSE/MODULE:||QUANTUM MECHANICS|
|COURSE CODE:||SFG 3013|
|NAME(S) OF ACADEMIC STAFF:||PROF.DR.KARSONO BIN AHMAD DASUKI|
|RATIONALE FOR THE INCLUSION OF THE COURSE/MODULE IN THE PROGRAMME:||This subject is the extension of knowledge that the students acquired when they studied Classical Physics in the previous semester. This course is meant to expose students to quantum theory. Emphasis is given to the use of Schrodinger equation in cases of one and three dimensions, for example harmonic oscillator, central force and hydrogen atom. Formal aspects of operator and quantum states are emphasized in this course|
|SEMESTER AND YEAR OFFERED:||SEM II / YEAR 2|
|TOTAL STUDENT LEARNING TIME (SLT)||FACE TO FACE||TOTAL GUIDED AND INDEPENDENT LEARNING|
|L = Lecture
T = Tutorial
P = Practical
L + T + P + O = 120 HOURS
|PREREQUISITE (IF ANY):||NONE|
|OBJECTIVES:||1. To expand students exposure in some of the very importance topic in physics that is Quantum Mechanics based on the level of knowledge that the students already acquired in the previous semester, in particular focussed on the concepts and applications of Quantum Mechanics.
2. To provide students the technique of understanding and solving problems relating to Quantum Mechanics, because it is the foundation to understand other advanced subjects in physics.
|LEARNING OUTCOMES||Upon successful completion of this course students should have the ability to:
1. Explain the essential concepts, principles and theories of Quantum Mechanics (C2 – LO1).
2. Observe, predict, conduct and discuss results of scientific review in Areas of Quantum Physics. (P1 – LO2).
3. Demonstrate ethical standards of values, ethics and professionalism related to Applied Physics in life. (LO6- A3)
|TRANSFERABLE SKILLS:||Students should be able to develop problem solving skills through a process of lectures and tutorials.|
|TEACHING-LEARNING AND ASSESSMENT STRATEGY:||Teaching-learning strategy:
|SYNOPSIS:||This course is meant to expose students to quantum theory. Emphasis is given to the use of Schrodinger equation in cases of one and three dimensions, for example harmonic oscillator, central force and hydrogen atom. Formal aspects of operator and quantum states are emphasized in this cours|
|MODE OF DELIVERY:||Lectures and oral presentation|
|ASSESSMENT METHODS AND TYPES:|
|A. Continuous Assessment (60%)|
· One Assignment Based on Aqli-Naqli Integration – Mathematical Physics. Based on Quranic Verses .
· Mid-Term Test
· Class Dialogue .
|B. Final Examination (40%)|
|Examination||40 %||· Structured and essay type questions|
|MAIN REFERENCES SUPPORTING THE COURSE||Nouredine Settle, 2009 “Quantum Mechanics Concepts and Applications,John Wiley.|
|ADDITIONAL REFERENCES SUPPORTING THE COURSE||1. A.C. Philips,2003 “Introduction to Quantum Mechanics”, John-Wiley,
2. David J. Griffiths, 2004 “Introduction to Quantum Mechanics”, Benjamin-Cummings.
3. Richard Liboff,2004 “Introductory Quantum Mechanics”, Addison-Wesley.
4. Basdevant J. L. and J. Dalibard. 2005. The Quantum Mechanics Solver: How to Apply Quantum Theory to Modern Physics. 2nd Edition. Springer.
SFG 3013 | QUANTUM MECHANICS webmaster .