A Stochastic Model Upgrading Gold Conten

This paper elucidates a new idea and concept in order to estimate the gold content in cyanide leaching method. The cyanidation method is traditionally used for gold extraction. However, this method is laborious, time-consuming, costly, and depends upon the availability of the processing units. In this work, an attempt is made to upgrade the gold ore content by Monte Carlo based simulation. An excellent approach always requires a high quality of the datasets for a good model. A total of 48 incomplete datasets are collected from the Shoghore district, Chitral of Khyber Pakhtunkhwa, Pakistan. The cyanidation leaching test is carried out in order to measure the percentage of the gold ore content. In this work, the mean, median, mode, and successive inversion substitute methods are employed in such a way that they compute the datasets with missing attributes. The multiple regression analysis is used to find a correlation between the potential of hydrogen ion concentration (pH), solid content in (%), NaCN concentration (in ppm), leaching time (in Hr), particle size (in µm), and measured percentage of gold recovery (%). Moreover, the normal and exponential distributions are employed to forecast the uncertainty in the measured gold ores. The performance of the model reveals that the Monte Carlo approach is authentic for the probability estimation of gold ore recovery. The sensitivity analysis reveals that pH is the most influential parameter in the estimation of the gold ore deposits. This stochastic approach can be considered as a foundation to foretell the probabilistic exploration of the new gold deposits.