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hbox{min}, left| {Delta dot{I}_{U}^ right| (20) Instead of calculating system parameters by the power flow equations, the proposed OPF calculation uses a selected operating point (the line loss minimum operating point) to express the inequality constraints.
A model calculating system mass and power density for thermoelectric generator is built, and is used to optimize the system.
If the vendor is known for a particular project, then concrete data from the project could be applied to the model for calculating system cost.
To overcome the previous difficulties, an algorithm for calculating system reliability by sum of disjoint products (SDP), based on Boolean algebra, is presented.
In [16], a theoretical study on collision recovery binary tree algorithm is proposed, and a closed form for calculating system efficiency is derived.
This feature is useful when calculating system outputs for a large number of weather stations (or spatial points) (e.g., Field et al. 2015; Wang et al. 2015) and may significantly reduce the processing time.
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Atomistic force-field methods utilise empirically determined interatomic potentials to calculate system energy as a function of atomic positions.
The results are used to select control laws for desired system performance and to calculate system response.
A correlation between measured and calculated system response is presented, that supports the validity of the presented model.
This work also provides a useful technique to effectively calculate system performance, as a function of the orientation-dependant electrical characterisation parameters data.
Numerical examples are presented, which demonstrate that the efficiency of using the proposed importance sampling density to calculate system reliability is remarkable.
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