dc.description.abstract | Transmission network expansion planning (TNEP) is a large scale, mixed integer, complex,
non-linear and non-convex optimization problem. Its main focus is to find the optimal structure
and least cost transmission investment alternatives of the forecasted load and generation
configuration. In this paper, transmission network expansion which focuses on alleviation
of transmission line congestions in the considered base topology network is proposed. The
proposed methodology is based on sensitivity analysis where by the moment the thermal
rating of a particular transmission line (existing or candidate ) is violated then an
expansion is inevitable. Varieties of classical as well as heuristic algorithms can be employed to
solve the network expansion problem. In this paper the hybrid heuristic method is considered.
This is a combination of the forward and backward heuristic methods. The expansion plan will
be done chronologically starting with the backward stage for the normal conditions and then the
forward approach is applied for contingency conditions analysis. For all this the main aim is
to minimize the total investment cost, but at the same time ensuring that the network is
robust and stable under normal and contingency conditions. This expansion problem which
optimize the total investment and operation cost is modeled using a multi-stage decision
framework where by the 1st stage will be for the expansion of the network with the connected
known loads and power generation and the 2nd and final stage will be the expansion of the
network with the forecasted load (assuming 120% increase in load in next 10years). In this, the
transmission expansion planning the location, type and number of extra transmission lines of the
optimal network configuration are determined. For illustration purpose the resulting mixedinteger
nonlinear programming problem tackled under hybrid heuristic method is developed and
applied on the IEEE 30 bus test power system. The proposed model is implemented in Mat
lab software. | en_US |