Chlorine demand of water is equal to
difference of applied and residual chlorine
Chlorine demand is a crucial parameter in water treatment. It represents the quantity of chlorine that reacts with impurities found in the water, thereby being consumed before it can effectively disinfect the water supply. This consumption process is essential to understand for proper water purification.
To grasp the concept of chlorine demand, it is important to define the components involved:
The chlorine demand is fundamentally the difference between the chlorine applied and the chlorine left behind as residual. It quantizes how much chlorine is 'used up' by the water's constituents during the treatment process.
The relationship can be expressed using the following formula:
Therefore, the chlorine demand of water is precisely the difference between the applied chlorine dosage and the resulting residual chlorine concentration after the application.
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?