Smart Mathematical Model for Chlorine Concentration Decay in Water Pipe Line Network

Rakesh Chandra Bhadula1, Amit Kumar Mishra2, Deepak Kholiya3, Satyajeet Singh4, V. N. Kala5

1Rakesh Chandra Bhadula, Department of Mathematics, Graphic Era Hill, University, Dehradun, India.

2Amit Kumar Mishra, Department of Computer Science & Engineering,Graphic Era Hill, University, Dehradun, India.

3Deepak Kholiya, Department of Agriculture, Graphic Era Hill, University, Dehradun, India.

4Dr Satyajeet Singh, Department of Mathematics, Graphic Era Deemedto be University, Dehradun, India.

5V.N. Kala, Department of Applied Science, GBPC, Pauri Grahwal, Dehradun, India.

Manuscript received on 13 October 2019 | Revised Manuscript received on 20 October 2019 | Manuscript Published on 29 June 2020 | PP: 1-4 | Volume-8 Issue-10S2 August 2019 | Retrieval Number: J100208810S219/2019©BEIESP | DOI: 10.35940/ijitee.J1002.08810S219

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Abstract: Water is the critical need of today world. Clean and drinking Water is made drinkable by water chlorination in repositories and water conveyance framework distribution system. To obstruct the bacterial growth a base measure of minimum amount of residual chlorine should remain in the water. It is a serious challenge for the checking point of view about residual chlorine to ensure the quality of water in the distribution system, as there are numerous factors which affect its concentration decay process. At the point when chlorine starts mixing with water it reacts with pipe wall and various other elements present in the water prompting to its concentration decay. This problem makes it necessary to investigate the behavior of chlorine decay pattern. In this paper we investigate that chlorine reducing with increment of the time period and various samples was collected from old age and newly built colony.

Keywords:  Chlorination, framework, investigate
Scope of the Article: Patterns and Frameworks