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- From: krish-m@acsu.buffalo.edu (Mukund Krishnaswami)
- Newsgroups: sci.engr.mech
- Subject: Optimization Programs
- Message-ID: <Bw0Ky6.En6@acsu.buffalo.edu>
- Date: 12 Oct 92 15:13:18 GMT
- Sender: nntp@acsu.buffalo.edu
- Organization: UB
- Lines: 47
- Nntp-Posting-Host: lictor.acsu.buffalo.edu
-
-
-
- Hi,
-
- I have to solve an optimization problem of the form,
-
- Min F = Sigma{A(i)} + Sigma{B(i)* exp(-C(i)*T(i))} + D
-
- S.T.
-
- Sigma{ (P(i)*T(i)) * (P(i)*T(i)) } .LE. constant value.
-
- where,
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- A(i), B(i), C(i) and D are constants whose values are known.
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- P(i) = Constant, whose value is known.
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- T(i) = Value of the variable to be determined by optimization.
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- Sigma {} represents summation.
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- The method I should use is the method of Lagrange Multipliers.
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- Request : Please mail me Fortran programs which were used to
- solve a similar kind of problem.
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- Any help on the above matter is deeply appreciated.
-
- Thanks !!
-
- My email address: krish-m@acsu.buffalo.edu
- or
- krish-m@eng.buffalo.edu
-
- Mukund.
-
- ------------------------------------------------------------------------
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- Mukund Krishnaswami | Dept. of Mechanical & Aerospace Eng.
- 63, Lisbon Ave | State University of New Yorko
- Buffalo, NY 14214 | Buffalo, NY 14260
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- ------------------------------------------------------------------------
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