Course Info for Cl 603
1
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
-
Upload
aakash-r-rajwani -
Category
Documents
-
view
1 -
download
0
description
g
Transcript of Course Info for Cl 603
Course details of CL 603 - Optimization
CourseName Optimization
TotalCredits 6
Type T
Lecture 3
Tutorial 0
Practical 0
Selfstudy null
HalfSemester N
Prerequisite CL353
TextReference
T.F.Edgar and D.M.Himmelblau, Optimization ofChemical Processes, McGraw Hill International Editions,Chemical Engineering Series (1989) G.S.Beveridge andR.S.Schechter, Optimization Theory and Practice, McGraw Hill, New York l970. G.V.Rekllaitis, A.Ravindran,and K.M.Ragsdell, "Engineering Optimization-Methodsand Applications", John Wiley, New York (1983)
Description
Introduction to Process Optimization; Formulation ofVarious Process Optimization Problems and theirClassification; Basic Concepts of Optimization-Convexand Concave Functions, Necessary and sufficientconditions for Stationary Points; Optimization of one-dimensional Functions; Unconstrained MultivariableOptimization- Direct Search Methods. Indirect First Orderand Second Order Methods; Linear Programming and itsApplications; Constrained Multivariable Optimization-Necessary and Sufficient Conditions for ConstrainedOptimum, Quadratic Programming, Generalized ReducedGradient Method, Successive Linear and QuadraticProgramming; Optimization of Staged and DiscreteProcesses, Dynamic Programming, Integer and MixedInteger Programming.
LastUpdate 21-06-2005 16:01:19
