Abstract

Coagulation and chlorination are complex processes of a water treatment plant (WTP). Determination of coagulant and chlorine dose is time-consuming. Many times WTP operators in India determine the coagulant and chlorine dose approximately using their experience, which may lead to the use of excess or insufficient dose. Hence, there is a need to develop prediction models to determine optimum chlorine and coagulant doses. In this paper, artificial neural networks (ANN) are used for prediction due to their ability to learn and model non-linear and complex relationships. Separate ANN models for chlorine and coagulant doses are explored with radial basis neural network (RBFNN), feed-forward neural network (FFNN), cascade feed forward neural network (CFNN) and generalized regression neural network (GRNN). For modeling, daily water quality data of the last four years are collected from the plant laboratory of WTP in Maharashtra (India). In order to improve performance, these models are established by varying input variables, hidden nodes, training functions, spread factor, and epochs. The best models are selected based on the comparison of performance measures. It is observed that the best performing chlorine dose model using defined statistics is found to be RBFNN with R=0.999. Similarly, the CFNN coagulant dose model with Bayesian regularization (BR) training function provided excellent estimates with network architecture (2-40-1) and R=0.947. Based on the above models, two graphical user interfaces (GUIs) were developed for real-time prediction of chlorine and coagulant dose, which will be useful for plant operators and decision makers.

Highlights

  • Water treatment consists of many complex physical and chemical processes

  • graphical user interfaces (GUIs) were developed for chlorine and coagulant dose using artificial neural networks (ANN)

  • During the ANN development, it was observed that Bayesian regularization (BR) training function had better prediction capability than LM, resilient back propagation (RP), BFGS Quasi-Newton (BFG), one step secant (OSS), conjugate gradient back propagation (CGB), conjugate gradient back propagation with Fletcher-Powell (CGF), variable learning rate gradient descent (VLRGD), gradient descent (GD) and gradient descent with momentum (GDM)

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Summary

INTRODUCTION

Water treatment consists of many complex physical and chemical processes. In India, WTP operators take necessary remedial measures for water quality improvement using only their experience. This practice is inefficient and time-consuming in monitoring real-time responses [1, 2]. It is difficult to model water treatment processes due to complex interactions among many chemical and physical reactions. An ANN is a biologically inspired system consisting of a number of interconnected elements called neurons These neurons are arranged in input, hidden and output layers. Two ANN models are explored for prediction of coagulant and chlorine dose for a major WTP of Pimpri-Chinchwad Municipal Corporation (PCMC), Maharashtra, India

Study Area
Methodology
RESULTS AND DISCUSSION
Chorine Dose ANN Model
Coagulant Dose ANN Model
MODEL IMPLEMENTATION
CONCLUSION
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