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The total annualized cost of the RO networks is minimized in order to find the optimal operation and configuration of RO systems.
The total operating cost of the RO process is minimized in order to find the optimal layout and operating variables at discreet time intervals for three design scenarios.
Then, a weighted difference between the calculated and identified natural frequencies is calculated and this difference is minimized in order to identify the unknowns, and in particular the tensile force.
In the proposed procedure, the EOC excess reactivity of each transition core is minimized in order to satisfy the safety design limit of one-stuck-rod sub-criticality margin while keeping the maximum of radial power peaking factor below the allowable value.
Finally, a joint functional is minimized in order to obtain an estimate of the sphere radius (Section 5.3).
In both methods, the nuclear norm-regularized loss is minimized in order to infer relationships between the label vectors and feature vectors.
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It is shown that this area must be minimized in order to minimize the discounted total cost of the network.
In addition, maintenance and construction times must be minimized in order to avoid delays and limitations on airport capacity.
It has also been analyzed the use of a regularization term in the error function to be minimized, in order to improve the performance of the proposed method.
The atmospheric effects that influence on the signal registered by remote sensors might be minimized in order to provide reliable spectral information.
Joint clearance is unavoidable in real mechanism, so its effects should be minimized in order to fulfill the designed performances of the mechanism.
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