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📄 surfacearea2.log

📁 isight调用matlab接口进行优化的例子
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PATH: /tm/Task1 TYPE: Status-Objective Penalty value is 0.0
PATH: /tm/Task1 TYPE: Status-Objective Feasibility of run is: feasible
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement PostEvent TaskProcessCompleted
PATH: /tm/Task1 TYPE: Status-Task TASK Task1 RUN NUMBER 4 COMPLETED
PATH: /tm/Task1 TYPE: Status-Task Evaluating control expression EvaluateMATLAB MATLAB0
PATH: /tm/Task1 TYPE: Status-MATLAB Executing MATLAB Main action sequence
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement ScaleConstraints
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement CalculateObjective
PATH: /tm/Task1 TYPE: Status-Objective Penalty value is 0.0
PATH: /tm/Task1 TYPE: Status-Objective Feasibility of run is: feasible_better
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement PostEvent TaskProcessCompleted
PATH: /tm/Task1 TYPE: Status-Task TASK Task1 RUN NUMBER 5 COMPLETED
PATH: /tm/Task1 TYPE: Status-Task Evaluating control expression EvaluateMATLAB MATLAB0
PATH: /tm/Task1 TYPE: Status-MATLAB Executing MATLAB Main action sequence
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement ScaleConstraints
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement CalculateObjective
PATH: /tm/Task1 TYPE: Status-Objective Penalty value is 0.0
PATH: /tm/Task1 TYPE: Status-Objective Feasibility of run is: feasible
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement PostEvent TaskProcessCompleted
PATH: /tm/Task1 TYPE: Status-Task TASK Task1 RUN NUMBER 6 COMPLETED
PATH: /tm/Task1 TYPE: Status-Task Evaluating control expression EvaluateMATLAB MATLAB0
PATH: /tm/Task1 TYPE: Status-MATLAB Executing MATLAB Main action sequence
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement ScaleConstraints
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement CalculateObjective
PATH: /tm/Task1 TYPE: Status-Objective Penalty value is 0.0
PATH: /tm/Task1 TYPE: Status-Objective Feasibility of run is: feasible
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement PostEvent TaskProcessCompleted
PATH: /tm/Task1 TYPE: Status-Task TASK Task1 RUN NUMBER 7 COMPLETED
PATH: /tm/Task1 TYPE: Status-Task Evaluating control expression EvaluateMATLAB MATLAB0
PATH: /tm/Task1 TYP       *** LINE SEARCH STEP  1: ALPHA =  0.1000D+01, MERIT FCT =  0.140074D+02
        LINE SEARCH SUCCESSFUL AFTER ONE STEP:  ALPHA = 1.


     ITERATION  2

        FUNCTION VALUE:  F(X) =  0.14051800D+02
        VARIABLE:  X =
           0.25654164D+01  0.22633931D+02
        MULTIPLIERS:  U =
           0.96263648D+00  0.00000000D+00  0.00000000D+00  0.00000000D+00
           0.00000000D+00  0.00000000D+00  0.00000000D+00
        CONSTRAINTS: G(X) =
           0.51800000D-01  0.13594820D+03  0.10000000D+01
        SUM OF CONSTRAINT VIOLATIONS:                    SCV =   0.0000D+00
        NUMBER OF ACTIVE CONSTRAINTS:                    NAC =   1
        KUHN-TUCKER OPTIMALITY CONDITION:                KTO =   0.1036D+00
        NORM OF LAGRANGIAN GRADIENT:                     NLG =   0.3838D-03
        PRODUCT OF SEARCH DIRECTION WITH BFGS-MATRIX:    DBD =   0.3643D-05
        PENALTY PARAMETER:  R =
           0.40464478D+01  0.10000000D-01  0.10000000D-01  0.10000000D-01
           0.10000000D-01  0.10000000D-01  0.10000000D-01
        PRODUCT LAGRANGIAN GRADIENT WITH SEARCH DIRECTION:  DLP =  -0.1472D-01
       *** LINE SEARCH STEP  1: ALPHA =  0.1000D+01, MERIT FCT =  0.140000D+02
        LINE SEARCH SUCCESSFUL AFTER ONE STEP:  ALPHA = 1.


     ITERATION  3

        FUNCTION VALUE:  F(X) =  0.13999500D+02
        VARIABLE:  X =
           0.25560991D+01  0.22632389D+02
        MULTIPLIERS:  U =
           0.99992967D+00  0.00000000D+00  0.00000000D+00  0.00000000D+00
           0.00000000D+00  0.00000000D+00  0.00000000D+00
        CONSTRAINTS: G(X) =
          -0.50000000D-03  0.13600050D+03  0.10000000D+01
        SUM OF CONSTRAINT VIOLATIONS:                    SCV =   0.5000D-03
        NUMBER OF ACTIVE CONSTRAINTS:                    NAC =   1
        KUHN-TUCKER OPTIMALITY CONDITION:                KTO =   0.1000D-02
        NORM OF LAGRANGIAN GRADIENT:                     NLG =   0.7384D-06
        PRODUCT OF SEARCH DIRECTION WITH BFGS-MATRIX:    DBD =   0.6740D-10
        PENALTY PARAMETER:  R =
           0.40464478D+01  0.10000000D-01  0.10000000D-01  0.10000000D-01
           0.10000000D-01  0.10000000D-01  0.10000000D-01
        PRODUCT LAGRANGIAN GRADIENT WITH SEARCH DIRECTION:  DLP =  -0.9412D-06
E: Status-MATLAB Executing MATLAB Main action sequence
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement ScaleConstraints
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement CalculateObjective
PATH: /tm/Task1 TYPE: Status-Objective Penalty value is 0.0
PATH: /tm/Task1 TYPE: Status-Objective Feasibility of run is: feasible_better
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement PostEvent TaskProcessCompleted
PATH: /tm/Task1 TYPE: Status-Task TASK Task1 RUN NUMBER 8 COMPLETED
PATH: /tm/Task1 TYPE: Status-Task Evaluating control expression EvaluateMATLAB MATLAB0
PATH: /tm/Task1 TYPE: Status-MATLAB Executing MATLAB Main action sequence
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement ScaleConstraints
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement CalculateObjective
PATH: /tm/Task1 TYPE: Status-Objective Penalty value is 0.0
PATH: /tm/Task1 TYPE: Status-Objective Feasibility of run is: feasible
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement PostEvent TaskProcessCompleted
PATH: /tm/Task1 TYPE: Status-Task TASK Task1 RUN NUMBER 9 COMPLETED
PATH: /tm/Task1 TYPE: Status-Task Evaluating control expression EvaluateMATLAB MATLAB0
PATH: /tm/Task1 TYPE: Status-MATLAB Executing MATLAB Main action sequence
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement ScaleConstraints
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement CalculateObjective
PATH: /tm/Task1 TYPE: Status-Objective Penalty value is 0.0
PATH: /tm/Task1 TYPE: Status-Objective Feasibility of run is: feasible
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement PostEvent TaskProcessCompleted
PATH: /tm/Task1 TYPE: Status-Task TASK Task1 RUN NUMBER 10 COMPLETED
PATH: /tm/Task1 TYPE: Status-Task Evaluating control expression EvaluateMATLAB MATLAB0
PATH: /tm/Task1 TYPE: Status-MATLAB Executing MATLAB Main action sequence
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement ScaleConstraints
PATH: /tm/Task1 TYPE: Status-Task parameter SA violated lower limit by -0.000500000000000611
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement CalculateObjective
PATH: /tm/Task1 TYPE: Status-Task TotalPenalty term is 10.00025
PATH: /tm/Task1 TYPE: Status-Objective Penalty value is 10.00025
PATH: /tm/Task1 TYPE: Status-Objective Feasibility of run is: infeasible
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement PostEvent TaskProcessCompleted
PATH: /tm/Task1 TYPE: Status-Task TASK Task1 RUN NUMBER 11 COMPLETED
PATH: /tm/Task1 TYPE: Status-Task Evaluating control expression EvaluateMATLAB MATLAB0
PATH: /tm/Task1 TYPE: Status-MATLAB Executing MATLAB Main action sequence
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement ScaleConstraints
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement CalculateObjective
PATH: /tm/Task1 TYPE: Status-Objective Penalty value is 0.0
PATH: /tm/Task1 TYPE: Status-Objective Feasibility of run is: feasible_better
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement PostEvent TaskProcessCompleted
PATH: /tm/Task1 TYPE: Status-Task TASK Task1 RUN NUMBER 12 COMPLETED
PATH: /tm/Task1 TYPE: Status-Task Evaluating control expression EvaluateMATLAB MATLAB0
PATH: /tm/Task1 TYPE: Status-MATLAB Executing MATLAB Main action sequence
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement ScaleConstraints
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement CalculateObjective
PATH: /tm/Task1 TYPE: Status-Objective Penalty value is 0.0
PATH: /tm/Task1 TYPE: Status-Objective Feasibility of run is: feasible_tie
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement PostEvent TaskProcessCompleted
PATH: /tm/Task1 TYPE: Status-Task TASK Task1 RUN NUMBER 13 COMPLETED
PATH: /tm/Task1 TYPE: Status-Task Eva       *** LINE SEARCH STEP  1: ALPHA =  0.1000D+01, MERIT FCT =  0.140000D+02
        LINE SEARCH SUCCESSFUL AFTER ONE STEP:  ALPHA = 1.


     ITERATION  4

        FUNCTION VALUE:  F(X) =  0.14000000D+02
        VARIABLE:  X =
           0.25561887D+01  0.22632404D+02
        MULTIPLIERS:  U =
           0.10000001D+01  0.00000000D+00  0.00000000D+00  0.00000000D+00
           0.00000000D+00  0.00000000D+00  0.00000000D+00
        CONSTRAINTS: G(X) =
           0.00000000D+00  0.13600000D+03  0.10000000D+01
        SUM OF CONSTRAINT VIOLATIONS:                    SCV =   0.0000D+00
        NUMBER OF ACTIVE CONSTRAINTS:                    NAC =   1
        KUHN-TUCKER OPTIMALITY CONDITION:                KTO =   0.6099D-28
        NORM OF LAGRANGIAN GRADIENT:                     NLG =   0.8882D-15


     * FINAL CONVERGENCE ANALYSIS

        OBJECTIVE FUNCTION VALUE:  F(X) =  0.14000000D+02
        APPROXIMATION OF SOLUTION:  X =
           0.25561887D+01  0.22632404D+02
        APPROXIMATION OF MULTIPLIERS:  U =
           0.10000000D+01  0.00000000D+00  0.00000000D+00  0.00000000D+00
           0.00000000D+00  0.00000000D+00  0.00000000D+00
        CONSTRAINT VALUES:  G(X) =
           0.00000000D+00  0.13600000D+03  0.10000000D+01
        DISTANCE FROM LOWER BOUND:  XL-X =
          -0.55618872D+00 -0.20632404D+02
        DISTANCE FROM UPPER BOUND:  XU-X =
           0.27443811D+02  0.73675964D+01
        NUMBER OF FUNC-CALLS:  NFUNC =   5
        NUMBER OF GRAD-CALLS:  NGRAD =   5
        NUMBER OF QL-CALLS:    NQL   =   5



luating control expression EvaluateMATLAB MATLAB0
PATH: /tm/Task1 TYPE: Status-MATLAB Executing MATLAB Main action sequence
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement ScaleConstraints
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement CalculateObjective
PATH: /tm/Task1 TYPE: Status-Objective Penalty value is 0.0
PATH: /tm/Task1 TYPE: Status-Objective Feasibility of run is: feasible_better
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement PostEvent TaskProcessCompleted
PATH: /tm/Task1 TYPE: Status-Task TASK Task1 RUN NUMBER 14 COMPLETED
PATH: /tm/Task1 TYPE: Status-Task Evaluating control expression EvaluateMATLAB MATLAB0
PATH: /tm/Task1 TYPE: Status-MATLAB Executing MATLAB Main action sequence
PATH: /tm/Task1 TYPE: Status-Task Evaluating TaskProcess epilogue statement ScaleConstraints
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