Book Details

OPTIMIZATION IN ENGINEERING

OPTIMIZATION IN ENGINEERING

Published by uLektz

Course Code:HSSM3302

Author:uLektz

University: Biju Patnaik University of Technology (BPUT)

Regulation:2010

Categories:Electronics & Communication

Format : ico_bookePUB3 (DRM Protected)

Type :eBook

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Description :OPTIMIZATION IN ENGINEERING of HSSM3302 covers the latest syllabus prescribed by Biju Patnaik University of Technology (BPUT) for regulation 2010. Author: uLektz, Published by uLektz Learning Solutions Private Limited.

Note : No printed book. Only ebook. Access eBook using uLektz apps for Android, iOS and Windows Desktop PC.

Topics
UNIT-I IDEA OF ENGINEERING OPTIMIZATION & LINEAR PROGRAMMING

1.1 Idea of Engineering optimization problems-Classification of optimization algorithms-Modeling of problems and principle of modeling.

1.2 Linear programming: Formulation of LPP-Graphical solution-Simplex method-BigM method-Revised simplex method-Duality theory and its application-Dual simplex method -Sensitivity analysis in linear programming

UNIT -II TRANSPORTATION PROBLEMS, ASSIGNMENT PRIOBLEMS, INTEGER PROGRAMMING & QUEUING MODELS

2.1 Transportation problems:Finding an initial basic feasible solution by Northwest Corner rule-Least Cost rule-Vogel’s approximation method-Degeneracy-Optimality test-MODI method-Stepping stone method

2.2 Assignment problems: Hungarian method for solution of Assignment problems

2.3 Integer Programming: Branch and Bound algorithm for solution of integer Programming Problems

2.4 Queuing models: General characteristics-Markovian queuing model-M/M/1 model, Limited queue capacity-Multiple server-Finite sources-Queue discipline.

UNIT-III NON-LINEAR PROGRAMMING, UNCONSTRAINED OPTIMIZATION & CONSTRAINED OPTIMIZATION

3.1 Introduction to non-linear programming

3.2 Unconstraint optimization: Fibonacci and Golden Section Search method

3.3 Constrained optimization with equality constraint: Lagrange multiplier-Projected gradient method

3.4 Constrained optimization with inequality constraint: Kuhn-Tucker condition-Quadratic programming-Introduction to Genetic Algorithm

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