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Overall, this corresponds to an increase of 2.32 loads for each dispatch removed.
For each dispatch time interval, Δt is divided into K steps.
Second, the total accumulative production can be transferred to identical or different batches, but in any case, the fixed cost will be calculated for each dispatch.
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This may result in different ranking positions for each dispatching rule in comparison with the other dispatching rules.
Open image in new window Fig. 2 Relative closeness to the priority weights of attributes [(Delta ) ((theta ))], versus grey relational loss ((theta )) for each dispatching rule.
Going one step further to the solution process of the parametric distance model, we proceed to the estimation of total deviations from the AHP weights for each dispatching rule, while the parameter (theta ) is (0le theta le theta _{max } ).
The graph of (Delta (theta )) versus (theta ), as shown in Fig. 2, is used to describe the tradeoff relationship between the grey relational grade and the priority of attributes for each dispatching rule as parameter (theta ) varies from 0 to (theta _{max }).
The unbalanced power adjustment schemes during each dispatch interval, for the four kinds of energy source, are obtained by the unbalanced power optimization model.
The simulation presents a series of experimental results to benchmark the performance of the proposed forwarding approach for each of the dispatching schemes against that of a blind flooding approach.
First of all, microgrid economic dispatch is generally modelled in an open-loop style one day ahead, i.e. based on the prediction of weather conditions, demand, and electricity price, optimal power dispatch for each hour of next day is completed in one calculation.
Open image in new window Fig. 5 Average difference of produced power by each CCGT between single electricity model and MIP for every dispatch period.
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