Intensive Programme “Renewable Energy Sources”
This paper is organized as follows. Section 2 describes negative numerical properties of the
Newton-Raphson algorithm in more detailed way. In Section 3, each possible stability approach is
fully introduced. Testing of stability algorithms is provided in Section 4 comparing the flexibility of
individual procedures, reliability of obtained results, total number of iterations, total CPU time, level
of robustness and complexity to the original Newton-Raphson code. In Section 5, some concluding
remarks close the paper with the best-evaluated stability algorithm obtained.
Intensive Programme “Renewable Energy Sources” This paper is organized as follows. Section 2 describes negative numerical properties of theNewton-Raphson algorithm in more detailed way. In Section 3, each possible stability approach isfully introduced. Testing of stability algorithms is provided in Section 4 comparing the flexibility ofindividual procedures, reliability of obtained results, total number of iterations, total CPU time, levelof robustness and complexity to the original Newton-Raphson code. In Section 5, some concludingremarks close the paper with the best-evaluated stability algorithm obtained.
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