| Authors | Abbas Khashei Siuki |
| Journal | Environmental Monitoring and Assessment |
| Page number | 1-16 |
| Serial number | 193 |
| Volume number | 1 |
| IF | 1.687 |
| Paper Type | Full Paper |
| Published At | 2020 |
| Journal Grade | ISI |
| Journal Type | Typographic |
| Journal Country | Iran, Islamic Republic Of |
| Journal Index | JCR،Scopus |
Abstract
Abstract In many studies of water and hydrological
sources, estimation of the spatial distribution of precipitation based on point data recorded in rain gauge stations is of particular importance. The purpose of this
paper is to optimize the network of rain gauge stations in
the Sistan and Baluchestan Province with respect to the
variance of Kriging and topography estimation in the
region and to maintain or reduce the number of stations
in the region (without incurring additional costs). A new
neural network algorithm has been presented in the
present study to determine the optimum rain gauge
stations. In this study, a new method of meta-heuristic
optimization algorithm based on biological neural systems and artificial neural networks (ANNs) has been
proposed. The proposed method is called a neural network algorithm (NNA) and has been developed based
on unique structure (ANNs). In order to evaluate the
proposed method, the election and whale algorithms
have been used. The election algorithm is a repetitive
algorithm that works with a set of known solutions as a
population, and the whale optimization algorithm is
derived from the new nature based on the special bubble
hunting strategy used by the vultures. The results
showed that 22 stations of the existing network had no
significant effect on rainfall estimation in the province
and their removal to the optimal network is suggested.
Therefore, the remaining 27 stations can be effective in
optimizing the rain gauge network. The results of
comparing the abovementioned algorithms showed that
the neural network algorithm with a mean error of
0.06 mm has a higher ability to optimize the rain gauges
than blue whale and election algorithms.
Paper URL