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Offshore Electricity Infrastructure in Europe - European Wind Energy ...

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C.II Power market and flow<br />

model<br />

The power market and power flow model simulates the<br />

operation of the power system based on a detailed set<br />

of <strong>Europe</strong>an generation data (capacity, costs etc.) and<br />

a detailed <strong>Europe</strong>an grid model. This allows the assessment<br />

of system operation costs, and the possible<br />

benefits by e.g. <strong>in</strong>stall<strong>in</strong>g an extra <strong>in</strong>terconnector.<br />

The model used for the flow-based power market simulations<br />

is a Matlab-based collection of classes and<br />

functions referred to as the SINTEF Power System<br />

Simulation Tool (PSST) [2]. It is an updated version of<br />

the model used by SINTEF <strong>in</strong> the IEE project TradeW<strong>in</strong>d.<br />

PSST comb<strong>in</strong>es a market model with a model of the<br />

<strong>Europe</strong>an electricity grid. The model assumes a perfect<br />

market with nodal pric<strong>in</strong>g. The socio-economic<br />

FiGuRe 12.4: Gis cable ROut<strong>in</strong>G<br />

<strong>Offshore</strong>Grid – F<strong>in</strong>al Report<br />

optimum for the overall <strong>Europe</strong>an electricity production<br />

is found by m<strong>in</strong>imis<strong>in</strong>g the total yearly generation<br />

cost. From the simulations both technical and economic<br />

parameters, such as generation cost, energy<br />

prices, price differences and grid utilisation (off- and<br />

on-shore) for different scenarios can be extracted.<br />

The optimal generation dispatch is computed on hourly<br />

basis and the power flow through the electricity grid<br />

is l<strong>in</strong>early approximated (DC power flow [12][13]). In<br />

more technical terms, the optimal solution for each<br />

hour is found by m<strong>in</strong>imis<strong>in</strong>g a cost function that essentially<br />

expresses the cost of generation, with different<br />

marg<strong>in</strong>al generation costs for different countries and<br />

generator types. The power flow is constra<strong>in</strong>ed by the<br />

grid capacity on <strong>in</strong>dividual branch level and on <strong>in</strong>ternational<br />

<strong>in</strong>terconnections. This is fed as mathematical<br />

constra<strong>in</strong>t <strong>in</strong>to the optimisation problem.<br />

121

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