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Iteration limit

CONVERGENCE CNTpL, USUALLY =1.0 CONVERGENCE TOLERANCE ITERATION LIMIT... [Pg.240]

You cat always use Llic default values. If the ealcii latitin exceeds the iteration limit before it reaches the convergence limit, then most likely there is a convergence failure. Simply increasing this I ini it is ti n I ikely to h elp. Hi e D IIS con vergen ce accelerator rn ay h elp in som e cases. [Pg.112]

Convergence limit and Iteration limit specify th e precision of the cal-ciilation. Convergence limit refers to the dilTereiice in energy (in kcal/mol) between two successive SCE cycles. Iteration limit specifies the maximum number of cycles allowed to reach that goal. [Pg.118]

You can usually use the default values. If the calculation exceeds the iteration limit before it reaches the convergcriec limit, llieti th ere is m osl I ikely con vergeri ce failti re. Sim ply in creasin g tli e limits is un likely to help, I ll e nils COM vergeii ce accelerator, (see SCF Convergence on page 47), wli ich is available for all the SCF... [Pg.118]

All major NLP algorithms require estimation of first derivatives of the problem functions to obtain a solution and to evaluate the optimality conditions. If the values of the derivatives are computed inaccurately, the algorithm may progress very slowly, choose poor directions for movement, and terminate due to lack of progress or reaching the iteration limits at points far from the actual optimum, or, in extreme cases, actually declare optimality at nonoptimal points. [Pg.324]

Choose an initial solution x, an initial temperature T, a lower limit on temperature TLOW, and an inner iteration limit L. [Pg.399]

Table 10.10 shows the performance of the evolutionary solver on this problem in eight runs, starting from an initial point of zero. The first seven runs used the iteration limits shown, but the eighth stopped when the default time limit of 100 seconds was reached. For the same number of iterations, different final objective function values are obtained in each run because of the random mechanisms used in the mutation and crossover operations and the randomly chosen initial population. The best value of 811.21 is not obtained in the run that uses the most iterations or computing time, but in the run that was stopped after 10,000 iterations. This final value differs from the true optimal value of 839.11 by 3.32%, a significant difference, and the final values of the decision variables are quite different from the optimal values shown in Table 10.9. [Pg.407]

DC and bias "buest guess" iteration limit 0 20 20 j (ITLZ) ... [Pg.332]

Transient time point iteration limit 010 10 j (ITL4) ... [Pg.332]

OC and bias "Wind iteration bmit OC end bias "beet guess iteration mit rXransient lime point iteration limit Deteu It Qominel temperature ... [Pg.333]

The first-order method is used until either no further progress can be made with this method or until the amount of change becomes small from iteration to iteration. Then the second-order method is used until an optimal solution is reached, the iteration limit is exceeded, or a compartment becomes smaller than the allowable size. [Pg.61]

The iteration limit ITMAX is exceeded. UMAX has a nominal value of 40. If this limit is exceeded SOLVE stops rather than going to method 2. [Pg.129]

If the best upper and lower bounds are within the e tolerance, or a maximum iteration limit has been exceeded, the program will terminate, otherwise it will return to Step 2. [Pg.321]

After installing the WebSheet on the MAS check it and work it out to some iterations limit (correspondence with the server administrator). [Pg.304]

File lists 9.lua / Diode equation with iter limits... [Pg.66]


See other pages where Iteration limit is mentioned: [Pg.112]    [Pg.324]    [Pg.326]    [Pg.403]    [Pg.407]    [Pg.332]    [Pg.489]    [Pg.489]    [Pg.11]    [Pg.447]    [Pg.34]    [Pg.81]    [Pg.130]    [Pg.158]    [Pg.299]    [Pg.288]    [Pg.548]    [Pg.49]    [Pg.50]   
See also in sourсe #XX -- [ Pg.112 ]

See also in sourсe #XX -- [ Pg.112 ]




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