Mathematical Methods in Chemistry I

Module overview

The module provides advanced mathematics training necessary for students planning to specialise in physical chemistry, computational chemistry, spectroscopy, data science and quantitative finance. It also aims to provide training of rational reasoning skills in a subject-independent way: studying mathematical proofs and derivations introduces a more rigorous logical system than practical or applied skills training alone.

First year students should be aware that this module requires A-level mathematics. There are no pre-requisite modules for second and third year students.

Learning and Teaching

Teaching and learning methods

Lectures and problem-solving workshops with group working and tutor support. Feedback is provided:

In workshops through assistance with the set work.
Through generic feedback following the examinations.
Upon request by viewing of marked examination scripts.

Study time
Type	Hours
Practical classes and workshops	24
Follow-up work	48
Lecture	24
Revision	20
Preparation for scheduled sessions	24
Wider reading or practice	10
Total study time	150

Resources & Reading list

Textbooks

P.Monk, L.J. Munro (2010). Maths for Chemists. Oxford: OUP.

E. Steiner (2008). The Chemistry Maths Book. Oxford: OUP.

Assessment

Assessment strategy

A standard two-hour examination paper.

Summative

This is how we’ll formally assess what you have learned in this module.

Breakdown
Method	Percentage contribution
Continuous Assessment	100%

Referral

This is how we’ll assess you if you don’t meet the criteria to pass this module.

Breakdown
Method	Percentage contribution
Continuous Assessment	100%

Repeat Information

Repeat type: Internal & External