Drinking Water Quality Assessment Using a Fuzzy Inference System Method: A Case Study of Rome (Italy)

Int J Environ Res Public Health. 2023 Aug 4;20(15):6522. doi: 10.3390/ijerph20156522.

Abstract

Drinking water quality assessment is a major issue today, as it is crucial to supply safe drinking water to ensure the well-being of society. Predicting drinking water quality helps strengthen water management and fight water pollution; technologies and practices for drinking water quality assessment are continuously improving; artificial intelligence methods prove their efficiency in this domain. This research effort seeks a hierarchical fuzzy model for predicting drinking water quality in Rome (Italy). The Mamdani fuzzy inference system is applied with different defuzzification methods. The proposed model includes three fuzzy intermediate models and one fuzzy final model. Each model consists of three input parameters and 27 fuzzy rules. A water quality assessment model is developed with a dataset that considers nine parameters (alkalinity, hardness, pH, Ca, Mg, fluoride, sulphate, nitrates, and iron). These nine parameters of drinking water are anticipated to be within the acceptable limits set to protect human health. Fuzzy-logic-based methods have been demonstrated to be appropriate to address uncertainty and subjectivity in drinking water quality assessment; they are an effective method for managing complicated, uncertain water systems and predicting drinking water quality. The proposed method can provide an effective solution for complex systems; this method can be modified easily to improve performance.

Keywords: drinking water; fuzzy inference systems; fuzzy logic; membership functions; smart city; water attribute; water quality.

Publication types

  • Research Support, Non-U.S. Gov't

MeSH terms

  • Artificial Intelligence
  • Drinking Water*
  • Fuzzy Logic
  • Humans
  • Italy
  • Rome
  • Water Quality*

Substances

  • Drinking Water

Grants and funding

One of the authors of the manuscript (Yas Barzegar) holds a Ph.D. scholarship funded by Unidata S.p.A. (CUP - B53C22003700004) and National Recovery and Resilience Plan of Italy (PNRR) (38-033-26-DOT1326HYC-3052).