Network topology optimization to minimize losses

The goal of this procedure is to eliminate all network meshes by changing the network topology. Usually, there are a considerable number of possible topology states. This procedure chooses one topology that minimizes network losses, considering all activated constraints and without creating isolated sub-systems. At the beginning of the procedure, all switchable elements of the considered voltage level are switched on. After that, an iterative process follows and contains the following core: 1.  Load flow calculation. 2.  Determination of the element with the lowest apparent power from the all the switchable elements and elements that are not yet worked off. 3.  The found element is switched off. 4.  If the system contains an isolated part or if any constraint is violated, the element is switched on again and is marked as worked off. The iteration continues until there is no switchable element or element that is not yet worked off. Usually, the resulting system contains no meshes. If this is not desired, one must deactivate the "Switchable" option of the elements that must not be switched off. The "Switchable" option exists only for lines and cables. If the “Prevent overloaded elements” option is activated, the procedure contains an additional check. An element is switched off only if the number of overloaded elements is not increasing. If the “Prevent limit violations of node voltages” option is activated, elements are switched off only if the number of voltage violations is not increasing. If the procedure is not able to eliminate all meshes, there may be too many constraints. The optimization problem contains the following constraints: •Maximum element loadings •Node voltage limits •Set of non-switchable elements

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