The dose of chlorination, beyond which any further addition of chlorine will appear as free residual chlorine, is known as:
Break-point chlorination
Chlorination is a common disinfection method used in water treatment to kill harmful microorganisms like bacteria and viruses. When chlorine is added to water, it reacts with various substances present, including organic matter, ammonia, and other inorganic compounds. These reactions occur in stages.
Initially, the added chlorine reacts with reducing agents and oxidizes inorganic substances. As more chlorine is added, it reacts with ammonia to form chloramines (combined available chlorine). Chloramines also have disinfectant properties but are less potent than free chlorine.
Adding even more chlorine leads to the oxidation and destruction of these chloramines and other organic compounds. As the chlorine dose increases, the amount of chlorine residual initially increases, then decreases (as chloramines are destroyed), and finally starts increasing again when all ammonia and oxidizable compounds are consumed.
This point, where the demand for chlorine by impurities is met and further addition of chlorine results in the presence of free available chlorine (like hypochlorous acid, \( \text{HOCl} \), and hypochlorite ion, \( \text{OCl}^- \)), is known as the break-point.
Break-point chlorination is the process of adding chlorine to water up to the point where the chlorine demand is satisfied, and any additional chlorine remains as free residual chlorine. This free residual chlorine is a strong disinfectant and provides a residual effect in the distribution system, protecting water quality.
The question asks for the dose beyond which any further addition of chlorine appears as free residual chlorine. This specifically describes the definition of reaching the break-point dose.
Based on the definition provided in the question, the dose of chlorination beyond which any further addition appears as free residual chlorine is known as Break-point chlorination.
A city that has a supply of 15000 cubic meters of water per day is treated with a chlorine dosage of 0.5 ppm. For this purpose, the requirement of 25% bleaching powder per day would be.
Which one of the following is used to kill the pathogens?
An experiment shows that a concentration of 0.1 g/m3 of free available chlorine yield a 99% kill of bacteria in 8 minutes. Calculate disinfection rate constant (1 /min)? Assume that Chick's Law and Watson's Law hold with n = 1.
Order 4 disinfectants in increasing order of their disinfection power?
The process which involves chlorination beyond break point chlorination, is known as