Module NameDownloadDescriptionDownload Size
Overview of Optimization Calculus of VariationsAssignment 1Assignment 198 kb
Overview of Optimization Calculus of VariationsAssignment 1 SolutionsAssignment 1 Solutions61 kb
Summary of finite-variable optimizationAssignment 2Assignment 275 kb
Summary of finite-variable optimizationAssignment 2 SolutionsAssignment 2 Solutions53 kb
Mathematical preliminaries for calculus of variationsAssignment 3Assignment 395 kb
Mathematical preliminaries for calculus of variationsAssignment 3 SolutionsAssignment 3 Solutions77 kb
Euler-Lagrange equations with and without constraintsAssignment 4Assignment 4102 kb
Euler-Lagrange equations with and without constraintsAssignment 4 SolutionsAssignment 4 Solutions63 kb
Size optimization of a bar & Calculus of variations in 2D and 3DAssignment 5Assignment 575 kb
Size optimization of a bar & Calculus of variations in 2D and 3DAssignment 5 SolutionsAssignment 5 Solutions82 kb
Advanced concepts in calculus of variations & General framework for optimal structural designAssignment 6Assignment 6118 kb
Advanced concepts in calculus of variations & General framework for optimal structural designAssignment 6 SolutionsAssignment 6 Solutions80 kb
First integrals, invariants, and Noether’s theorem & Minimum characterization of eigenvalue problemsAssignment 7Assignment 791 kb
First integrals, invariants, and Noether’s theorem & Minimum characterization of eigenvalue problemsAssignment 7 SolutionsAssignment 7 Solutions76 kb
Optimal structural design & “Inverse” of Euler-Lagrange equationsAssignment 8Assignment 8133 kb
Optimal structural design & “Inverse” of Euler-Lagrange equationsAssignment 8 SolutionsAssignment 8 Solutions47 kb

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