@inproceedings{eprints17156,
           title = {Computational analysis of conductive heat transfer in a
rectangular slab of stable boundary using Monte Carlo
method},
          author = {Nduka Ekene Udoye and T. A. Sociis Okolie and O. S. I Fayomi and SolomonO. Banjo},
       booktitle = {ICSID 2020},
            year = {2021},
        abstract = {Heat transfer is of immense importance in many engineering studies. Monte Carlo
technique are broadly utilized in the operation research fields and atomic physics in which
difficult problems above the existing tools of theoretical mathematics were resolved. The target
of this study is to confirm the short duration in which heat transfer occurs in a quadrilateral
slab where the temperature is provided throughout the borderline. An effort was made towards
providing appropriate condition for the explanation of the heat transfer in a substance. The
Shrinking Periphery Monte Carlo technique was utilized to obtain heat transfer in a helical
pattern, upward and downward movement, which was compared with the standard Monte
Carlo technique. The result of the study showed that the dimension of the quadrilateral slab
determines the duration to calculate temperature dissemination in the system. The study
revealed that the helical pattern is the shortest route in computing run time for temperature
dispersal in a slab. The helical pattern is paramount in determining temperature distribution in
a quadrilateral slab of stable state. The application of this technique to examine the conduction
of heat in quadrilateral slabs produced good outcomes.},
             url = {http://eprints.covenantuniversity.edu.ng/17156/},
        keywords = {Monte Carlo Method; Rectangular slab; temperature distribution; heat transfer;
Helical pattern; Upward movement}
}