Module on mathematic, structural analysis.
To provide the student with basic mathematical skills for engineering and the fundamentals of structural analysis .
By the end of this module the student should be able to:
1. Demonstrate a working knowledge of selected topics from calculus, algebra, trigonometry, statistics and other branches of mathematics relevant to Civil/Structural Engineering
2. Demonstrate the understanding of basic structural concepts
3. Analyse simple structural elements
4. Apply effectively appropriate quantitative tools and logical thinking to analyse and synthesize information in problem solving situations
Gaussian elimination to solve a 3x3 system of linear equations, investigating features of graphs and sketching graphs of functions, finding the asymptotes to the graphs of rational function Understanding and using matrix algebra, determinant and inverse of a matrix
2 Differential Calculus
derivatives of basic functions including product, quotient, exponential, logarithmic and trigonometric functions, maxima and minima, partial differentiation, first and second order differential equations
3 Integral Calculus
integrals of basic functions, integration by substitution and by parts, area bounded by a curve
4 Axial Force
Direct stress and strain, Modulus of Elasticity, typical behaviour of ductile materials, thermal loading, composite sections
5 Stress due to bending
simple bending theory, second moment of area, theorem of parallel axes, section modulus, composite Sections
6 Shear and torsion
Horizontal shear stress distribution in beams Torsion of circular shafts: torsion equation, second polar moment of area
7 Elastic deformation of beams
Calculation from first principles, formulae and computer packages
Statement on Teaching, Learning and Assessment
Delivery through lectures, tutorials. Lectures are informative accompanied by the introduction to calculation techniques which are reinforced through tutorials. Assessment by coursework and exam.
Teaching and Learning Work Loads
|Supervised Practical Activity||10|
|Unsupervised Practical Activity||0|
Credit Value – The total value of SCQF credits for the module. 20 credits are the equivalent of 10 ECTS credits. A full-time student should normally register for 60 SCQF credits per semester.
We make every effort to ensure that the information on our website is accurate but it is possible that some changes may occur prior to the academic year of entry. The modules listed in this catalogue are offered subject to availability during academic year 2017/18 , and may be subject to change for future years.