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Week","DayText":"Tuesday","StartTime":"1000","EndTime":"1200","Venue":"LT20"},{"ClassNo":"SL1","LessonType":"Lecture","WeekText":"Every Week","DayText":"Friday","StartTime":"1000","EndTime":"1200","Venue":"LT20"}],"IVLE":[{"Announcements":null,"Forums":[],"Workbins":[],"Webcasts":[],"Gradebooks":[],"Polls":[],"Multimedia":[],"LessonPlan":[],"ID":"0998c6cf-65e4-4b8f-9bde-854f9003c6ab","CourseLevel":"1","CourseCode":"PC3130","CourseName":"QUANTUM MECHANICS II","CourseDepartment":"","CourseSemester":"Semester 2","CourseAcadYear":"2014/2015","CourseOpenDate":"/Date(1414339200000+0800)/","CourseOpenDate_js":"2014-10-27T00:00:00","CourseCloseDate":"/Date(1431187140000+0800)/","CourseCloseDate_js":"2015-05-09T23:59:00","CourseMC":"0","isActive":"N","Permission":"S","Creator":{"UserID":null,"Name":"Scarani, Valerio","Email":null,"Title":null,"UserGuid":"9a94f810-ac0f-4143-b639-b004f28bf157","AccountType":null},"hasGradebookItems":false,"hasTimetableItems":true,"hasGroupsItems":false,"hasClassGroupsForSignUp":false,"hasGuestRosterItems":true,"hasClassRosterItems":true,"hasWeblinkItems":false,"hasLecturerItems":true,"hasDescriptionItems":true,"hasReadingItems":false,"hasAnnouncementItems":false,"hasProjectGroupItems":false,"hasProjectGroupsForSignUp":false,"hasConsultationItems":false,"hasConsultationSlotsForSignUp":false,"hasLessonPlanItems":false,"Badge":0,"BadgeAnnouncement":0,"WebLinks":[],"Lecturers":[{"ID":"cf5b31d7-34e1-4da8-9088-31f9676ab1f2","User":{"UserID":null,"Name":"Scarani, Valerio","Email":null,"Title":null,"UserGuid":"9a94f810-ac0f-4143-b639-b004f28bf157","AccountType":null},"Role":"Lecturer ","Order":1,"ConsultHrs":null}],"Descriptions":[{"ID":"1e5f053b-8835-4692-be49-41f07234cfff","Title":"Learning Outcomes","Description":"This module continues from PC2130 and prepares the student for PC4130. The general algebraic formalism of quantum mechanics is presented (Dirac's bra-ket notation). The ladder-operator treatment of harmonic oscillators is developed. After discussing the algebra of orbital angular momentum and the properties of spherical harmonics, the bound states of the hydrogen atom are studied. The algebraic structure of angular momentum is developed with emphasis on the addition of angular momentum. The properties of systems consisting of identical particles, including permutation symmetry, are studied.","Order":1},{"ID":"2e5f053b-8835-4692-be49-41f07234cfff","Title":"Prerequisites","Description":"Students who have passed both (PC2130 or PC2130B) and (MA1505 and MA1506), or students who have passed both PC2130 and PC2174.","Order":2},{"ID":"6e5f053b-8835-4692-be49-41f07234cfff","Title":"Syllabus","Description":"1. Angular momentum
\n1.1. Symmetries in quantum physics
\n1.2 Definition and properties of angular momentum
\n1.3 Specific examples
\n1.4 Addition of angular momenta
\n
\n2. Material point in 3D
\n2.1 Description and dynamics
\n2.2 Central potentials, hydrogen atom
\n2.3 Charged particle in an external magnetic field
\n2.4 Adding the spin
\n
\n3. Systems of identical particles
\n3.1 Basic considerations
\n3.2 Symmetrization in "second quantization"
\n
\n","Order":3},{"ID":"3e5f053b-8835-4692-be49-41f07234cfff","Title":"Teaching Modes","Description":"* Classroom teaching will be at the white board (apart from the e-learning week, of course).
\n* The material to be covered is found in any textbook: as such, for personal study, you can choose your favorite textbook. The lectures are not based on a single textbook: I shall distribute an "advanced table of contents", consisting of: a few formulas for quick reference; which book served as main inspiration for each section; the reference to where each topic can be found in six widely used textbooks.","Order":4},{"ID":"8e5f053b-8835-4692-be49-41f07234cfff","Title":"Assessment","Description":"Tuesday 3 March: first written test, on Chapter 1; open book (10%)
\nFriday 13 March: deadline to submit the special assessment for e-learning week (10%)
\nTuesday 7 April: second written test, on Chapter 2; closed book, 1 cheat sheet (two-sided) (10%)
\nTuesday 28 April, 1-3pm: final exam, covering Chapters 1-3; closed book, 1 cheat sheet (two-sided) (70%)
\n
\nThe two tests and the exam will consist of problems similar to those encountered in the tutorials.","Order":5},{"ID":"4e5f053b-8835-4692-be49-41f07234cfff","Title":"Schedule","Description":"Allocated times and venue: Tuesdays and Fridays 10am-12pm, LT20
\nThese 4 hours should comprise 3 hours of teaching and 1 of tutorials on average: for this module, there is no need to arrange separate times for the tutorial sessions. A calendar will be distributed, indicating the days of the tutorial sessions.
\n
\nSpecial dates:
\nTue 17 Feb: first test
\nFri 20 Feb: public holiday (Chinese New Year)
\nTue 24 and Fri 27 Feb: recess week
\nTue 10 and Fri 13 March: e-learning week
\nFri 3 April: public holiday (Good Friday)
\nTue 7 April: second test
\nTue 28 April: final exam
\n
\n","Order":6},{"ID":"518427da-a041-4d7a-8501-743215dd7a65","Title":"Workload","Description":"3-1-0-0-6
Workload Components : A-B-C-D-E \r\n
A: no. of lecture hours per week \r\n
B: no. of tutorial hours per week \r\n
C: no. of lab hours per week \r\n
D: no. of hours for projects, assignments, fieldwork etc per week \r\n
E: no. of hours for preparatory work by a student per week","Order":7}],"ReadingFormatted":[],"ReadingUnformatted":[]}],"Lecturers":["Scarani, Valerio"],"LecturePeriods":["Tuesday Morning","Friday Morning"]}]}