ࡱ> ` bjbjss ;NNNNNNNb>>>8?"?bNL @@:@@@@"A AKKKKKKK$nMhO\K9NUC@@UCUCKNN@@LDDDUC:N@N@KDUCKDDNND@@ ݪ>C"DEL0NLD2PC2PD2PND"AA^DBLPB"A"A"AKKD"A"A"ANLUCUCUCUCbb$*#bb*#bbbNNNNNN 04F30270/89 DEGREE OF BACHELOR OF SCIENCE IN PHYSICAL SCIENCES DESIGNATED DEGREE OF BACHELOR OF SCIENCE IN PHYSICAL SCIENCES* Students must also comply with the University General Regulations and the Supplementary Regulations for the Degree of Bachelor of Science. The table below lists the compulsory courses for this degree together with the overall number of credit points required in each programme year. PROGRAMME YEAR 1 120 Credit PointsFirst Half-SessionSecond Half-SessionCourse CodeCourse TitleCredit pointsCourse CodeCourse TitleCredit pointsEITHER PX 1014The Physical Universe 1 20EITHER PX 1511The Physical Universe 2 20OR PX 1013Physics for Biological & Environmental Sciences20OR PX 1512Meteorology & Astronomy2020 further credit points from courses listed in Physical Sciences Group320 further credit points from courses listed in Physical Sciences Group340 further credit points from courses of choice agreed with Adviser PROGRAMME YEAR 2 120 Credit Points First Half-SessionSecond Half-SessionCourse CodeCourse TitleCredit pointsCourse CodeCourse TitleCredit pointsOne of the two options below:PX 2013Light Science15AND PX 2505Practical Optics & Electronics15ORPX 2014Dynamical Phenomena15AND PX 2510Relativity and Quantum Mechanics15At least 30 further credit points from the Physical Science Group3 of coursesAt least 30 further credit points from the Physical Science Group3 of coursesFurther credit points from courses of choice agreed with Adviser to make an overall total of 120 credit points PROGRAMME YEAR 3 120 Credit PointsFirst Half-SessionSecond Half-SessionCourse CodeCourse TitleCredit pointsCourse CodeCourse TitleCredit points30 credit points from the courses listed below in each half-session:PX 3008Electromagnetism15PX 4512 Nuclear Physics & Medical Applications (See Note (i))15PX 3011Research Skills In Physics15PX 3506Advanced Practical Physics15PX 3013Space Science and Remote SensingPX 3508Energy And Matter15PX 3012The Solid State15PX 3509Quantum, Atomic And Molecular Physics15`At least 30 further credit points per session from Physical Science Group3 of courses at levels 3 or 4Further courses of choice agreed with Adviser to a total of 120 credit points Please see over ! HONOURS PROGRAMME YEAR 4  120 Credit PointsFirst Half-SessionSecond Half-SessionCourse CodeCourse TitleCredit pointsCourse CodeCourse TitleCredit pointsAt least 30 credit points from the courses listed below per half-sessionPX 4006Project A30PX 4007Case Studies In Physics15PX 4513Advanced Modern Physics15PX 4009Solid State Physics15PX 4510Structure Of Matter And The Universe (See Note (i))15PX 4010Applied Optics15PX 4511Computational Physics15At least 30 further credit points per session from Physical Science Group of courses at levels 3 or 4Further credit points (if required) from courses of choice agreed with AdviserNotesi.These courses alternate on a two year cycle.ii.* Designated Programme: See Supplementary Regulation 4.1 (b)iii.For the purposes of this degree, the Physical Science Group of courses consists of all courses with codes PX, PC, CM, CS, EG, ES, GL, MA, MX, ST, TS and SS, plus GG 2505, GG 3019, GG 3503.iv.Students making choices from the selections at levels 2 and above must have obtained the course pre-requisites.v.Students intending Honours should plan their level 4 syllabus upon entry to level 3 to ensure that the correct pre-requisites for level 4 courses are taken.vi.Combinations of courses may be unavailable in a given year because of timetable clashesvii.Supplementary BSc Regulation 5.2 allows 2 standard length courses to be included at each level from courses in any non-science discipline. This information whilst correct at the time of going to press, is subject to alteration without notice. Courses of choice agreed with Adviser may be restricted by degree regulations or timetabling, and are subject to approval by your Advisers of Studies. PAGE 204 @ : A g n v A C " q  m n 9:`'Ŷũũũўўѓѓўўўш{h57CJOJQJh7CJOJQJh6CJOJQJhCJH*OJQJhhOJQJ^JhhCJOJQJaJhhCJ]aJhCJOJQJh5CJOJQJhOJQJ h5h5OJQJh0  @ $ h$Ifa$gd   gd hd6gdgd$ h d6a$gd$a$gdgd$a$gd  h$Ifgd_kd$$Ifl4    $'   t0    '4 laf4    + 9 : A I ||||||wn[ h d6$Ifgd $IfgdFf&$ h$Ifa$gdrkd$$Ifl4    0$  t0    '4 laf4 I d g n v  h d6$Ifgd $Ifgd$ h d6$Ifa$gd h d6$Ifgd C:' h d6$Ifgd $Ifgdkd)$$Ifl    ֈ   $o n   t0    '4 la  h d6$Ifgd $Ifgd$ h d6$Ifa$gd h d6$Ifgd C C00$ h $Ifa$gdkd\$$Ifl    ֈ   $o n   t0    '4 la y$ h $Ifa$gdrkd$$Ifl4    0$      t0    '4 laf4 $ h$Ifa$gd h d6gd_kdp$$Ifl4    $'   t0    '4 laf4 ! h$Ifgd_kd $$Ifl4    $'  t0    4 laf4! 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