Year No. Offer Mode Description Cred. Pts 98 64637 S12 D ADV ENGINEERING MATHS B 1.00
64636
Engineers require a wide knowledge of mathematics to help them to update their engineering skills throughout their careers. Applications of numerical techniques and other analytical methods are important in engineering.
This unit comprises a study of four modules selected from areas of numerical solution of partial differential equations, complex analysis, advanced differential equations and advanced vector analysis. The choice of modules will exclude those studied in the unit 64636 Advanced Engineering Mathematics A and will be selected in consultation with the appropriate Head of Programme.
Description Weighting(%)
- Elective Module 1 25.00
- Elective Module 2 25.00
- Elective Module 3 25.00
- Elective Module 4 25.00 Note: the four elective modules are to be chosen from the following list (in consultation with the appropriate Head of Programme): - Numerical Partial Differential Equations I (S2 from the unit 75634) - Numerical Partial Differential Equations II (S2 from the unit 75634) - Advanced Differential Equations (S2 from the unit 75624) - Complex Analysis I (S1 from the unit 75633) - Complex Analysis II (S1 from the unit 75633) - Normed Vector Spaces (S1 from the unit 75633) - Vector Analysis (S1 from the unit 75622) - Advanced Vectors and Differential Equations (S1 from the unit 75622)
Dependent on choice of modules.
ACTIVITY HOURS Directed Study 98 Private Study 52 Examinations 4 Assessments 16
No *F/S Marks Due Description Wtg(%) LBL WWW 1 S T.B.A. TO BE DISCUSSED WITH EXAMINER 100.00 N
In accordance with University Policy and Guidelines,
i an Examiner may grant an extension of the due date of an
assignment in extenuating circumstances;
ii no assignments will be accepted for assessment purposes after
assignments or model solutions have been released except in
extenuating circumstances;
iii assignments submitted after the due date without any extenuating
circumstances will attract a penalty of at most 20% of the
assigned mark for each working day late;
iv students who submit an assignment after the due date and wish to
claim extenuating circumstances, must provide documentary
evidence with the assignment explaining the circumstances;
v the unit examiner shall consider a claim for extenuating
circumstances and decide on the outcome;
vi the decision of the Dean shall be final in any dispute that may
arise in the implementation of these guidelines.