The amount of residual chlorine left in treated water is about
0.05 to 0.5 ppm
Water treatment processes often involve disinfection to kill harmful bacteria, viruses, and other microorganisms. Chlorine is a commonly used disinfectant for this purpose.
While the primary goal is to disinfect the water at the treatment plant, it's also important to maintain water quality as it travels through the distribution system to homes and businesses. Water pipes can sometimes introduce new contaminants or allow remaining microbes to multiply. Therefore, a small amount of chlorine is deliberately left in the water after the initial treatment. This remaining chlorine is called residual chlorine.
The presence of residual chlorine provides continuous protection against microbial re-growth or contamination within the distribution network. It acts as a safeguard, ensuring that the water remains safe to drink by the time it reaches the consumer's tap.
The amount of residual chlorine maintained in treated water needs to be carefully controlled. It should be enough to provide ongoing disinfection but not so high that it causes taste and odor issues or poses health risks.
Different water authorities and guidelines may specify slightly different target levels, but a common range for residual chlorine in treated drinking water is 0.05 to 0.5 parts per million (ppm).
Higher levels might be used in specific situations, such as immediately after treatment or in remote parts of the distribution system, but the range of 0.05 to 0.5 ppm is widely recognized as an appropriate target for maintaining water safety throughout the network.
Considering the options provided regarding the amount of residual chlorine left in treated water:
Therefore, the amount of residual chlorine commonly left in treated water is about 0.05 to 0.5 ppm.
The dose of chlorination, beyond which any further addition of chlorine will appear as free residual chlorine, is known as:
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?