The calculations employ some results from Huang et al. (2012, J. Hydrol)., who expressed the SDR as a quintuple integral, but by computing four of the integrals analytically, the present solution requires less computational effort.
However, the circular function-based gas-kinetic schemes need less computational effort.
In the examples tested the method obtains same maximum profit while using less computational effort.
The present method, when compared to the conventional Galerkin's technique, requires much less computational effort.
The results of this analysis show that ETA can estimate THA as well as IDA, with considerably less computational effort.
In this case, exact results can be achieved with less computational effort for power system dynamics studies.
Convergence and accuracy studies show that the curvilinear solution requires less computational effort than a pure Cartesian treatment.
It is also noted that the semi-empirical STM requires somewhat less computational effort than the 2PKT approach.
The nonlinear formulation only has one constraint and requires considerably less computational effort than a linear programming formulation.
Hereafter, the present simulation method needs to be improved so that the simulations can be conducted with less computational effort.
Computational studies show that the solution method is developed which gives near-optimal solutions with much less computational effort.
