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Note: This program includes the courses for the MSc degree
program as follows: 1MST01 - Advanced Mathematics Review of fundamental concepts Ordinary differential equations Linear differential equations Laplace transforms Vector analysis Multiple, line and surface integrals and integral theorems Fourier series Fourier integrals Gamma, Beta and other special functions Bessel functions Legendre functions and other orthogonal functions Complex variables and conformal mapping Complex inversion formula for Laplace transforms Matrices Calculus of variations 1MST10 - Advanced Structural Analysis Basic concepts of force, stress, strain and displacement Stress and strain transformation, equilibrium and compatibility Fundamental formulations of stress, strain and deflection Concepts from the theory of elasticity Topics from advanced stress and design methods Experimental stress analysis Introduction to the finite element method Finite element modeling techniques Reference information 1MST20 - Analysis of Aircraft Structures Stresses and Coordinate axis rotations Displacement and strains Strains in rotated coordinate systems The mechanical behavior of engineering materials Linear elastic materials Plane stress theory and extensional deflections Beam bending and extensional deflections Additional beam bending topics Uniform torsion of beams Beam shearing stresses due to shearing forces The unit load method for determinate structures The unit method for indeterminate structures Numerical analysis Introduction to the finite element method Finite element truss problems Basic aspects of multi-dimensional finite elements Energy and numerical methods Elastic and aero-elastic instabilities Reference information 1MST30 - Engineering Economy Basics and overview Terms and graphics Factors and their use Nominal and effective interest rates and their use Use of multiple factors Percent-worth and capitalized-cost Equivalent-uniform annual-worth evaluation Rate of return Computations for a single project Rate of returns evaluation for multiple alterations Benefit/cost ratio evaluations Replacement analysis Bonds Inflation, cost elimination and present worth computation Depreciation and depletion models Basics of income taxes After-tax economic analysis Break-even value of a variable Capital rationing among independent proposals Determining a minimum attractive rate of return Sensitivity analysis and expected-value and decision making under risk References |
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