Optimum Design of Mech System: Difference between revisions
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This course introduces and formulates the optimum design process using unconstrained and constrained optimization methods.
TEXT: “Engineering Optimization-Theory and Practice,” Third Edition, by S.S. Rao, John Wiley & Sons, New York, NY, 1996.
- Overview
- Definitions
 - Optimization Problem
 - Objective Function
 - Examples
 - Classification of Optimization Problems
 
 - One-dimensional Searching
- Range Finding
 - Quadratic and Cubic Interpolation Methods
 - Newton Methods
 - Fibonacci and Golden Section Searches
 
 - Multi-dimensional Optima
- Definition
 - Lagrange Multipliers
 - Examples
 
 - Multi-dimensional Searching
- Gradient Search Method
 - Conjugate Directions
 - Newton Methods
 - Indirect Search Strategies
 - Penalty Functions
 - Feasible Directions
 
 - Dynamic System Optimization
 
Years Taught: Fall '97
