Basically it is a workproject where it excel solver has to be used to get the optimal connection in a water treatment process. The project is just attatched.

D version

16.8

S3

(ppm) 5

34

(%)

20 T2

100 12500 9500

54.8

15

T1

T3 100 12500 9500 0

S2

(t/h) C1 C2 C3

95

C1 C2 C3

15 400 35

T10

100 50

(ppm) C1 C2 C3

110 12500 160

98

T310

100 45 9500

100 12500 9500 T2

(ppm)

S1

C1 C2 C3

99

20

Non-Linear Optimization

It is necessary to obtain a final effluent with a concentration lower than the maximum allowed by law:

And the objective is to minimize the total flow to be treated, ie min

Evaluation criteria: i) Answer to questions (mini report, maximum 4 pages); (ii)

.

It is intended to design the optimal network for the treatment of effluents from aqueous streams from

an industrial process. There are 3 currents (S1-S3) with the following characterization for the 3 relevant

contaminants (C1-C3):

There are 3 treatment processes (T1-T3) that can be used with the following technical characteristics

for the different contaminants (removal ratio and maximum inlet concentration):

Problem

March 2022Final work

Note: The network superstructure is on slide 89 and the NLP model is on slide 90.

Functionality and presentation of the spreadsheet in Excel submitted in Moodle, which must include a

worksheet for each item. In case of obvious similarities between the submitted files, the authors will

be called for discussion.

,

,

,

Machine Translated by Google

1) Consider the linear relaxation of the NLP formulation shown on slide 101.

a) Solve it with the Excel solver, using as initialization the solution of 1a). If no

3) The global optimal solution presents partial bypass of the currents to the treatment system.

Questions

2) Implement the nonlinear programming model from slide 90.

2b) is it in fact the global optimum?

What is the estimate of the flow to be addressed for the nonlinear problem?

b) Represent the network corresponding to the optimal solution of a), showing only the

total to treat.

no slide 92.

a) Implement the linear programming model and solve it using Excel Solver.

find a workable solution, try a serial boot as suggested

Determine the minimum value of bypass that can be obtained and the penalty on the flow

c) Is the solution of a) an admissible solution of the nonlinear problem? If you don’t think so,

initialization values of the variables and represent the optimal solution of the problem

Non-Linear Optimization

active links and non-zero variable value.

Experiment with other initialization values until you find the global optimum. Indicate the

b) It is possible that the solution of 2a) is not the global optimum of the pr

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